[
    {
        "description": "gamma",
        "description_tex": "${{\\mathit \\gamma}}$",
        "pdgId": "S000"
    },
    {
        "description": "gamma MASS",
        "description_tex": "${{\\mathit \\gamma}}$ MASS",
        "pdgId": "S000M"
    },
    {
        "description": "gamma CHARGE",
        "description_tex": "${{\\mathit \\gamma}}$ CHARGE",
        "pdgId": "S000Q"
    },
    {
        "description": "g",
        "description_tex": "${{\\mathit g}}$",
        "pdgId": "G021"
    },
    {
        "description": "gluon spin",
        "description_tex": "gluon spin",
        "pdgId": "G021K"
    },
    {
        "description": "graviton",
        "description_tex": "graviton",
        "pdgId": "G033"
    },
    {
        "description": "graviton MASS",
        "description_tex": "graviton MASS",
        "pdgId": "G033M"
    },
    {
        "description": "W",
        "description_tex": "${{\\mathit W}}$",
        "pdgId": "S043"
    },
    {
        "description": "W MASS",
        "description_tex": "${{\\mathit W}}$ MASS",
        "pdgId": "S043M"
    },
    {
        "description": "W/Z MASS RATIO",
        "description_tex": "${{\\mathit W}}/{{\\mathit Z}}$ MASS RATIO",
        "pdgId": "S043MR"
    },
    {
        "description": "mass(Z)-mass(W)",
        "description_tex": "${\\mathit m}_{{{\\mathit Z}}}-{\\mathit m}_{{{\\mathit W}}}$",
        "pdgId": "S043MDZ"
    },
    {
        "description": "mass(W+)-mass(W-)",
        "description_tex": "${\\mathit m}_{{{\\mathit W}^{+}}}-{\\mathit m}_{{{\\mathit W}^{-}}}$",
        "pdgId": "S043MD"
    },
    {
        "description": "W WIDTH",
        "description_tex": "${{\\mathit W}}$ WIDTH",
        "pdgId": "S043W"
    },
    {
        "description": "G(W+ --> invisible)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   invisible$)$",
        "pdgId": "S043WIN"
    },
    {
        "description": "G(W+ --> lepton+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R10"
    },
    {
        "description": "G(W+ --> e+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R1"
    },
    {
        "description": "G(W+ --> mu+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R9"
    },
    {
        "description": "G(W+ --> mu+ nu)/G(W+ --> e+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R3"
    },
    {
        "description": "G(W+ --> tau+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R11"
    },
    {
        "description": "G(W+ --> tau+ nu)/G(W+ --> e+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R7"
    },
    {
        "description": "G(W+ --> tau+ nu)/G(W+ --> mu+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R16"
    },
    {
        "description": "G(W+ --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R12"
    },
    {
        "description": "G(W+ --> pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R01"
    },
    {
        "description": "G(W+ --> rho+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R03"
    },
    {
        "description": "G(W+ --> K+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R04"
    },
    {
        "description": "G(W+ --> pi+ gamma)/G(W+ --> e+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R8"
    },
    {
        "description": "G(W+ --> D_s+ gamma)/G(W+ --> e+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R13"
    },
    {
        "description": "G(W+ --> D_s+ gamma)/G(W+ --> mu+ nu)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}})$",
        "pdgId": "S043R02"
    },
    {
        "description": "G(W+ --> c X)/G(W+ --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit c}}$ X$)/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S043R15"
    },
    {
        "description": "R(c s) = G(W+ --> c sbar)/G(W+ --> hadrons)",
        "description_tex": "R$_{{{\\mathit c}} {{\\mathit s}}}$ = $\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit s}}})/\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S043R14"
    },
    {
        "description": "G(W+ --> pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S043R00"
    },
    {
        "description": "AVERAGE PARTICLE MULTIPLICITIES IN HADRONIC W DECAY",
        "description_tex": "AVERAGE PARTICLE MULTIPLICITIES IN HADRONIC ${{\\mathit W}}$ DECAY",
        "pdgId": "S043228"
    },
    {
        "description": "<N(pi+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\pi}^{\\pm}}}\\rangle{}$",
        "pdgId": "S043PIC"
    },
    {
        "description": "<N(K+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}^{\\pm}}}\\rangle{}$",
        "pdgId": "S043KC"
    },
    {
        "description": "<N(p)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit p}}}\\rangle{}$",
        "pdgId": "S043PRO"
    },
    {
        "description": "<N(charged)>",
        "description_tex": "$\\langle{}\\mathit N_{{\\mathrm {charged}}}\\rangle{}$",
        "pdgId": "S043CHG"
    },
    {
        "description": "TRIPLE GAUGE COUPLINGS (TGC'S)",
        "description_tex": "TRIPLE GAUGE COUPLINGS (TGC'S)",
        "pdgId": "S043240"
    },
    {
        "description": "g(1)**Z",
        "description_tex": "$\\mathit g{}^{{{\\mathit Z}}}_{1}$",
        "pdgId": "S043DG1"
    },
    {
        "description": "kappa(gamma)",
        "description_tex": "$\\kappa _{{{\\mathit \\gamma}}}$",
        "pdgId": "S043DKG"
    },
    {
        "description": "lambda(gamma)",
        "description_tex": "$\\lambda _{{{\\mathit \\gamma}}}$",
        "pdgId": "S043LG"
    },
    {
        "description": "kappa(Z)",
        "description_tex": "$\\kappa _{{{\\mathit Z}}}$",
        "pdgId": "S043DKZ"
    },
    {
        "description": "lambda(Z)",
        "description_tex": "$\\lambda _{{{\\mathit Z}}}$",
        "pdgId": "S043LZ"
    },
    {
        "description": "g(5)**Z",
        "description_tex": "$\\mathit g{}^{{{\\mathit Z}}}_{5}$",
        "pdgId": "S043DG5"
    },
    {
        "description": "g(4)**Z",
        "description_tex": "$\\mathit g{}^{{{\\mathit Z}}}_{4}$",
        "pdgId": "S043GZ4"
    },
    {
        "description": "kappatilde(Z)",
        "description_tex": "${{\\widetilde{\\mathit \\kappa}}}_{{{\\mathit Z}}}$",
        "pdgId": "S043KAZ"
    },
    {
        "description": "lambdatilde(Z)",
        "description_tex": "${{\\widetilde{\\mathit \\lambda}}}_{{{\\mathit Z}}}$",
        "pdgId": "S043LAZ"
    },
    {
        "description": "W ANOMALOUS MAGNETIC MOMENT",
        "description_tex": "${{\\mathit W}}$ ANOMALOUS MAGNETIC MOMENT",
        "pdgId": "S043WMG"
    },
    {
        "description": "c_{WWW}/Lambda**2, c_{W}/Lambda**2, c_{B}/Lambda**2",
        "description_tex": "${{\\mathit c}_{{{{WWW}}}}}/\\Lambda {}^{2}$, ${{\\mathit c}_{{{{W}}}}}/\\Lambda {}^{2}$, ${{\\mathit c}_{{{{B}}}}}/\\Lambda {}^{2}$",
        "pdgId": "S043A00"
    },
    {
        "description": "ANOMALOUS W/Z QUARTIC COUPLINGS",
        "description_tex": "ANOMALOUS ${{\\mathit W}}/{{\\mathit Z}}$ QUARTIC COUPLINGS",
        "pdgId": "S043245"
    },
    {
        "description": "a_0/Lambda**2, a_c/Lambda**2, a_n/Lambda**2, kappa_0^W/Lambda**2, kappa_c^W/Lambda**2, f(T,0)/Lambda**4, f(M,i)/Lambda**4, alpha_4, alpha_5, F(S,i)/Lambda**4, F(M,i)/Lambda**4, F(T,i)/Lambda**4",
        "description_tex": "${{\\mathit a}_{{{0}}}}/\\Lambda {}^{2}$, ${{\\mathit a}_{{{c}}}}/\\Lambda {}^{2}$, ${{\\mathit a}_{{{n}}}}/\\Lambda {}^{2}$, ${{\\mathit \\kappa}_{{{0}}}^{W}}/\\Lambda {}^{2}$, ${{\\mathit \\kappa}_{{{c}}}^{W}}/\\Lambda {}^{2}$, ${{\\mathit f}}_{T,0}/\\Lambda {}^{4}$, ${{\\mathit f}}_{M,i}/\\Lambda {}^{4}$, ${{\\mathit \\alpha}_{{{4}}}}$, ${{\\mathit \\alpha}_{{{5}}}}$, F$_{S,i}/\\Lambda {}^{4}$, F$_{M,i}/\\Lambda {}^{4}$, F$_{T,i}/\\Lambda {}^{4}$",
        "pdgId": "S043AQC"
    },
    {
        "description": "W+ --> lepton+ nu",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S043.7"
    },
    {
        "description": "W+ --> e+ nu",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S043.1"
    },
    {
        "description": "W+ --> mu+ nu",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S043.2"
    },
    {
        "description": "W+ --> tau+ nu",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S043.5"
    },
    {
        "description": "W+ --> hadrons",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   hadrons",
        "pdgId": "S043.8"
    },
    {
        "description": "W+ --> pi+ gamma",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S043.6"
    },
    {
        "description": "W+ --> rho+ gamma",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S043.14"
    },
    {
        "description": "W+ --> K+ gamma",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S043.15"
    },
    {
        "description": "W+ --> D_s()+ gamma",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S043.9"
    },
    {
        "description": "W+ --> c X",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit c}}$ X",
        "pdgId": "S043.12"
    },
    {
        "description": "W+ --> c sbar",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit s}}}$",
        "pdgId": "S043.10"
    },
    {
        "description": "W+ --> invisible",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   invisible",
        "pdgId": "S043.11"
    },
    {
        "description": "W+ --> pi+ pi+ pi-",
        "description_tex": "${{\\mathit W}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S043.13"
    },
    {
        "description": "Z",
        "description_tex": "${{\\mathit Z}}$",
        "pdgId": "S044"
    },
    {
        "description": "Z MASS",
        "description_tex": "${{\\mathit Z}}$ MASS",
        "pdgId": "S044M"
    },
    {
        "description": "Z WIDTH",
        "description_tex": "${{\\mathit Z}}$ WIDTH",
        "pdgId": "S044W"
    },
    {
        "description": "G(Z --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S044W1"
    },
    {
        "description": "G(Z --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S044W2"
    },
    {
        "description": "G(Z --> tau+ tau-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})$",
        "pdgId": "S044W3"
    },
    {
        "description": "G(Z --> lepton+ lepton-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})$",
        "pdgId": "S044W4"
    },
    {
        "description": "G(Z --> invisible)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   invisible$)$",
        "pdgId": "S044W6"
    },
    {
        "description": "G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044W5"
    },
    {
        "description": "G(Z --> mu+ mu-)/G(Z --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S044R3"
    },
    {
        "description": "G(Z --> tau+ tau-)/G(Z --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S044R19"
    },
    {
        "description": "G(Z --> tau+ tau-)/G(Z --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S044R37"
    },
    {
        "description": "G(Z --> lepton+ lepton- lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R01"
    },
    {
        "description": "G(Z --> hadrons)/G(Z --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S044R11"
    },
    {
        "description": "G(Z --> hadrons)/G(Z --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S044R9"
    },
    {
        "description": "G(Z --> hadrons)/G(Z --> tau+ tau-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})$",
        "pdgId": "S044R12"
    },
    {
        "description": "G(Z --> hadrons)/G(Z --> lepton+ lepton-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})$",
        "pdgId": "S044R20"
    },
    {
        "description": "G(Z --> (u ubar + c cbar)/2)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   (${\\mathit {\\mathit u}}$  ${\\mathit {\\overline{\\mathit u}}}$  +  ${\\mathit {\\mathit c}}$  ${\\mathit {\\overline{\\mathit c}}})/2)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R21"
    },
    {
        "description": "G(Z --> (d dbar + s sbar + b bbar)/3)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   (${\\mathit {\\mathit d}}$  ${\\mathit {\\overline{\\mathit d}}}$  +  ${\\mathit {\\mathit s}}$  ${\\mathit {\\overline{\\mathit s}}}$  +  ${\\mathit {\\mathit b}}$  ${\\mathit {\\overline{\\mathit b}}})/3)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R22"
    },
    {
        "description": "R(c) = G(Z --> c cbar)/G(Z --> hadrons)",
        "description_tex": "$\\mathit R_{{{\\mathit c}}}$ = $\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${\\mathit {\\mathit c}}$  ${\\mathit {\\overline{\\mathit c}}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R29"
    },
    {
        "description": "R(b) = G(Z --> b bbar)/G(Z --> hadrons)",
        "description_tex": "$\\mathit R_{{{\\mathit b}}}$ = $\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${\\mathit {\\mathit b}}$  ${\\mathit {\\overline{\\mathit b}}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R18"
    },
    {
        "description": "G(Z --> b bbar b bbar)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit b}}{{\\overline{\\mathit b}}}{{\\mathit b}}{{\\overline{\\mathit b}}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044B4"
    },
    {
        "description": "G(Z --> g g g)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R63"
    },
    {
        "description": "G(Z --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R13"
    },
    {
        "description": "G(Z --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R14"
    },
    {
        "description": "G(Z --> rho0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R00"
    },
    {
        "description": "G(Z --> omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R48"
    },
    {
        "description": "G(Z --> eta'(958) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R15"
    },
    {
        "description": "G(Z --> phi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R04"
    },
    {
        "description": "G(Z --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R16"
    },
    {
        "description": "G(Z --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R02"
    },
    {
        "description": "G(Z --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R17"
    },
    {
        "description": "G(Z --> pi+- W-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit W}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R32"
    },
    {
        "description": "G(Z --> rho+- W-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit W}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R33"
    },
    {
        "description": "G(Z --> J/psi(1S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R23"
    },
    {
        "description": "G(Z --> J/psi(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R03"
    },
    {
        "description": "G(Z --> psi(2S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R60"
    },
    {
        "description": "G(Z --> psi(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R05"
    },
    {
        "description": "G(Z --> J/psi(1S) lepton+ lepton-)/G(Z --> mu+ mu- mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S044R09"
    },
    {
        "description": "G(Z --> J/psi(1S) J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R38"
    },
    {
        "description": "G(Z --> chi_c1(1P) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R42"
    },
    {
        "description": "G(Z --> chi_c2(1P) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R65"
    },
    {
        "description": "G(Z --> Upsilon(1S) X +Upsilon(2S) X +Upsilon(3S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$ X +${{\\mathit \\Upsilon}{(2S)}}$ X +${{\\mathit \\Upsilon}{(3S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R62"
    },
    {
        "description": "G(Z --> Upsilon(1S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R66"
    },
    {
        "description": "G(Z --> Upsilon(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R06"
    },
    {
        "description": "G(Z --> Upsilon(2S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R67"
    },
    {
        "description": "G(Z --> Upsilon(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R07"
    },
    {
        "description": "G(Z --> Upsilon(3S) X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}$ X$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R68"
    },
    {
        "description": "G(Z --> Upsilon(3S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R08"
    },
    {
        "description": "G(Z --> Upsilon(1,2,3S) Upsilon(1,2,3S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1,2,3S)}}{{\\mathit \\Upsilon}{(1,2,3S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R39"
    },
    {
        "description": "G(Z --> K0S gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R73"
    },
    {
        "description": "G(Z --> D0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R72"
    },
    {
        "description": "G(Z --> D0 gamma)/G(Z --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S044R64"
    },
    {
        "description": "G(Z --> (D0/Dbar0) X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$  ( ${{\\mathit D}^{0}}$ /${{\\overline{\\mathit D}}^{0}}$)  X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R43"
    },
    {
        "description": "G(Z --> D+- X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R44"
    },
    {
        "description": "G(Z --> D*(2010)+- X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R24"
    },
    {
        "description": "G(Z --> D_s1(2536)+- X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R70"
    },
    {
        "description": "G(Z --> D_sJ(2573)+- X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2573)}^{\\pm}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R71"
    },
    {
        "description": "G(Z --> D*'(2629)+- X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{*'}{(2629)}^{\\pm}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R69"
    },
    {
        "description": "G(Z --> B* X)/[G(Z --> B X)+ G(Z --> B* X)]",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}^{*}}$ X$)/[\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}}$ X$)$+ $\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}^{*}}$ X$)\\rbrack{}$",
        "pdgId": "S044R61"
    },
    {
        "description": "G(Z --> B+ X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}^{+}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044B+X"
    },
    {
        "description": "G(Z --> B_s0 X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044R49"
    },
    {
        "description": "G(Z --> B_c+ X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044BCC"
    },
    {
        "description": "G(Z --> Lambda_c+ X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044LCX"
    },
    {
        "description": "G(Z --> Xi_c0 X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044XIC"
    },
    {
        "description": "G(Z --> Xi_b X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{b}}}}$ X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044XIB"
    },
    {
        "description": "G(Z --> b-baryon X)/G(Z --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon X$)/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "S044BBR"
    },
    {
        "description": "G(Z --> anomalous  gamma + hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   anomalous   ${{\\mathit \\gamma}}$ + hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R31"
    },
    {
        "description": "G(Z --> e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R34"
    },
    {
        "description": "G(Z --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R35"
    },
    {
        "description": "G(Z --> tau+ tau- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R36"
    },
    {
        "description": "G(Z --> lepton+ lepton- gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R45"
    },
    {
        "description": "G(Z --> q qbar gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit q}}{{\\overline{\\mathit q}}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R46"
    },
    {
        "description": "G(Z --> nu nubar gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R47"
    },
    {
        "description": "G(Z --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R27"
    },
    {
        "description": "G(Z --> e+- mu-+)/G(Z --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S044R6"
    },
    {
        "description": "G(Z --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R25"
    },
    {
        "description": "G(Z --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044R26"
    },
    {
        "description": "G(Z --> p e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044PE"
    },
    {
        "description": "G(Z --> p mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S044PMU"
    },
    {
        "description": "AVERAGE PARTICLE MULTIPLICITIES IN HADRONIC Z DECAY",
        "description_tex": "AVERAGE PARTICLE MULTIPLICITIES IN HADRONIC ${{\\mathit Z}}$ DECAY",
        "pdgId": "S044260"
    },
    {
        "description": "<N(gamma)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\gamma}}}\\rangle{}$",
        "pdgId": "S044GAM"
    },
    {
        "description": "<N(pi+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\pi}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044PIC"
    },
    {
        "description": "<N(pi0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\pi}^{0}}}\\rangle{}$",
        "pdgId": "S044PIZ"
    },
    {
        "description": "<N(eta)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\eta}}}\\rangle{}$",
        "pdgId": "S044ETA"
    },
    {
        "description": "<N(rho+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\rho}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044RHC"
    },
    {
        "description": "<N(rho0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\rho}^{0}}}\\rangle{}$",
        "pdgId": "S044RHZ"
    },
    {
        "description": "<N(omega)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\omega}}}\\rangle{}$",
        "pdgId": "S044OME"
    },
    {
        "description": "<N(eta')>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\eta}^{\\,'}}}\\rangle{}$",
        "pdgId": "S044ETP"
    },
    {
        "description": "<N(f_0(980))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit f}_{{{0}}}{(980)}}}\\rangle{}$",
        "pdgId": "S044FZ"
    },
    {
        "description": "<N(a_0(980)+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit a}_{{{0}}}{(980)}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044AZC"
    },
    {
        "description": "<N(phi)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\phi}}}\\rangle{}$",
        "pdgId": "S044PHI"
    },
    {
        "description": "<N(f_2(1270))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit f}_{{{2}}}{(1270)}}}\\rangle{}$",
        "pdgId": "S044F2"
    },
    {
        "description": "<N(f_1(1285))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit f}_{{{1}}}{(1285)}}}\\rangle{}$",
        "pdgId": "S044F85"
    },
    {
        "description": "<N(f_1(1420))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit f}_{{{1}}}{(1420)}}}\\rangle{}$",
        "pdgId": "S044F20"
    },
    {
        "description": "<N(f_2'(1525))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}}\\rangle{}$",
        "pdgId": "S044F2P"
    },
    {
        "description": "<N(K+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044KC"
    },
    {
        "description": "<N(K0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}^{0}}}\\rangle{}$",
        "pdgId": "S044KZ"
    },
    {
        "description": "<N(K*(892)+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}^{*}{(892)}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044KSC"
    },
    {
        "description": "<N(K*(892)0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}^{*}{(892)}^{0}}}\\rangle{}$",
        "pdgId": "S044KSZ"
    },
    {
        "description": "<N(K_2*(1430))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit K}_{{{2}}}^{*}{(1430)}}}\\rangle{}$",
        "pdgId": "S044KS2"
    },
    {
        "description": "<N(D+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit D}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044DC"
    },
    {
        "description": "<N(D0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit D}^{0}}}\\rangle{}$",
        "pdgId": "S044DZ"
    },
    {
        "description": "<N(D_s+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit D}_{{{s}}}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044DSP"
    },
    {
        "description": "<N(D*(2010)+-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit D}^{*}{(2010)}^{\\pm}}}\\rangle{}$",
        "pdgId": "S044DSC"
    },
    {
        "description": "<N(D_s1(2536)+)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit D}_{{{s1}}}{(2536)}^{+}}}\\rangle{}$",
        "pdgId": "S044DS1"
    },
    {
        "description": "<N(B*)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit B}^{*}}}\\rangle{}$",
        "pdgId": "S044BS"
    },
    {
        "description": "<N(J/psi(1S))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit J / \\psi}{(1S)}}}\\rangle{}$",
        "pdgId": "S044JPS"
    },
    {
        "description": "<N(psi(2S))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\psi}{(2S)}}}\\rangle{}$",
        "pdgId": "S044P2S"
    },
    {
        "description": "<N(p)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit p}}}\\rangle{}$",
        "pdgId": "S044PRO"
    },
    {
        "description": "<N(Delta(1232)++)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Delta}{(1232)}^{++}}}\\rangle{}$",
        "pdgId": "S044D12"
    },
    {
        "description": "<N(Lambda)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Lambda}}}\\rangle{}$",
        "pdgId": "S044LAM"
    },
    {
        "description": "<N(Lambda(1520))>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Lambda}{(1520)}}}\\rangle{}$",
        "pdgId": "S044L15"
    },
    {
        "description": "<N(Sigma+)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}^{+}}}\\rangle{}$",
        "pdgId": "S044SI+"
    },
    {
        "description": "<N(Sigma-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}^{-}}}\\rangle{}$",
        "pdgId": "S044SI-"
    },
    {
        "description": "<N(Sigma+ + Sigma-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}^{+}} + {{\\mathit \\Sigma}^{-}}}\\rangle{}$",
        "pdgId": "S044SIC"
    },
    {
        "description": "<N(Sigma0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}^{0}}}\\rangle{}$",
        "pdgId": "S044SIZ"
    },
    {
        "description": "<N((Sigma+ + Sigma- + Sigma0)/3)>",
        "description_tex": "$\\langle{}\\mathit N_{({{\\mathit \\Sigma}^{+}} + {{\\mathit \\Sigma}^{-}} + {{\\mathit \\Sigma}^{0}})/3}\\rangle{}$",
        "pdgId": "S044SIG"
    },
    {
        "description": "<N(Sigma(1385)+)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}{(1385)}^{+}}}\\rangle{}$",
        "pdgId": "S04413+"
    },
    {
        "description": "<N(Sigma(1385)-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}{(1385)}^{-}}}\\rangle{}$",
        "pdgId": "S04413-"
    },
    {
        "description": "<N(Sigma(1385)+ + Sigma(1385)-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Sigma}{(1385)}^{+}} + {{\\mathit \\Sigma}{(1385)}^{-}}}\\rangle{}$",
        "pdgId": "S044S13"
    },
    {
        "description": "<N(Xi-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Xi}^{-}}}\\rangle{}$",
        "pdgId": "S044XI-"
    },
    {
        "description": "<N(Xi(1530)0)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Xi}{(1530)}^{0}}}\\rangle{}$",
        "pdgId": "S044X15"
    },
    {
        "description": "<N(Omega-)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Omega}^{-}}}\\rangle{}$",
        "pdgId": "S044OM-"
    },
    {
        "description": "<N(Lambda_c+)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\mathit \\Lambda}_{{{c}}}^{+}}}\\rangle{}$",
        "pdgId": "S044L+C"
    },
    {
        "description": "<N(Dbar)>",
        "description_tex": "$\\langle{}\\mathit N_{{{\\overline{\\mathit D}}}}\\rangle{}$",
        "pdgId": "S044DBR"
    },
    {
        "description": "<N(charged)>",
        "description_tex": "$\\langle{}\\mathit N_{\\mathit charged}\\rangle{}$",
        "pdgId": "S044CHG"
    },
    {
        "description": "Z HADRONIC POLE CROSS SECTION",
        "description_tex": "${{\\mathit Z}}$ HADRONIC POLE CROSS SECTION",
        "pdgId": "S044SH"
    },
    {
        "description": "Z VECTOR COUPLINGS",
        "description_tex": "${{\\mathit Z}}$ VECTOR COUPLINGS",
        "pdgId": "S044223"
    },
    {
        "description": "g**e(V)",
        "description_tex": "$\\mathit g{}^{{{\\mathit e}}}_{\\mathit V}$",
        "pdgId": "S044GEV"
    },
    {
        "description": "g(V)**mu",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\mu}}}_{\\mathit V}$",
        "pdgId": "S044GMV"
    },
    {
        "description": "g(V)**tau",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\tau}}}_{\\mathit V}$",
        "pdgId": "S044GTV"
    },
    {
        "description": "g(V)**lepton",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\ell}}}_{\\mathit V}$",
        "pdgId": "S044GLV"
    },
    {
        "description": "g(V)**u",
        "description_tex": "$\\mathit g{}^{{{\\mathit u}}}_{\\mathit V}$",
        "pdgId": "S044GUV"
    },
    {
        "description": "g(V)**d",
        "description_tex": "$\\mathit g{}^{{{\\mathit d}}}_{\\mathit V}$",
        "pdgId": "S044GDV"
    },
    {
        "description": "Z AXIAL-VECTOR COUPLINGS",
        "description_tex": "${{\\mathit Z}}$ AXIAL-VECTOR COUPLINGS",
        "pdgId": "S044219"
    },
    {
        "description": "g(A)**e",
        "description_tex": "$\\mathit g{}^{{{\\mathit e}}}_{\\mathit A}$",
        "pdgId": "S044GEA"
    },
    {
        "description": "g(A)**mu",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\mu}}}_{\\mathit A}$",
        "pdgId": "S044GMA"
    },
    {
        "description": "g(A)**tau",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\tau}}}_{\\mathit A}$",
        "pdgId": "S044GTA"
    },
    {
        "description": "g(A)**lepton",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\ell}}}_{\\mathit A}$",
        "pdgId": "S044GLA"
    },
    {
        "description": "g(A)**u",
        "description_tex": "$\\mathit g{}^{{{\\mathit u}}}_{\\mathit A}$",
        "pdgId": "S044GUA"
    },
    {
        "description": "g(A)**d",
        "description_tex": "$\\mathit g{}^{{{\\mathit d}}}_{\\mathit A}$",
        "pdgId": "S044GDA"
    },
    {
        "description": "Z COUPLINGS TO NEUTRAL LEPTONS",
        "description_tex": "${{\\mathit Z}}$ COUPLINGS TO NEUTRAL LEPTONS",
        "pdgId": "S044228"
    },
    {
        "description": "g**nu_mathit ell",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}}$",
        "pdgId": "S044GNL"
    },
    {
        "description": "g**nu_e",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\nu}_{{{e}}}}}$",
        "pdgId": "S044GNE"
    },
    {
        "description": "g**nu_mu",
        "description_tex": "$\\mathit g{}^{{{\\mathit \\nu}_{{{\\mu}}}}}$",
        "pdgId": "S044GNM"
    },
    {
        "description": "Z ASYMMETRY PARAMETERS",
        "description_tex": "${{\\mathit Z}}$ ASYMMETRY PARAMETERS",
        "pdgId": "S044224"
    },
    {
        "description": "A(e)",
        "description_tex": "$\\mathit A_{{{\\mathit e}}}$",
        "pdgId": "S044AE"
    },
    {
        "description": "A(mu)",
        "description_tex": "$\\mathit A_{{{\\mathit \\mu}}}$",
        "pdgId": "S044AM"
    },
    {
        "description": "A(tau)",
        "description_tex": "$\\mathit A_{{{\\mathit \\tau}}}$",
        "pdgId": "S044AT"
    },
    {
        "description": "A(s)",
        "description_tex": "$\\mathit A_{{{\\mathit s}}}$",
        "pdgId": "S044AS"
    },
    {
        "description": "A(c)",
        "description_tex": "$\\mathit A_{{{\\mathit c}}}$",
        "pdgId": "S044AC"
    },
    {
        "description": "A(b)",
        "description_tex": "$\\mathit A_{{{\\mathit b}}}$",
        "pdgId": "S044AB"
    },
    {
        "description": "TRANSVERSE SPIN CORRELATIONS IN Z --> tau+ tau-",
        "description_tex": "TRANSVERSE SPIN CORRELATIONS IN ${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S044248"
    },
    {
        "description": "C(TT)",
        "description_tex": "$\\mathit C_{\\mathit TT}$",
        "pdgId": "S044CTT"
    },
    {
        "description": "C(TN)",
        "description_tex": "$\\mathit C_{\\mathit TN}$",
        "pdgId": "S044CTN"
    },
    {
        "description": "A**(0,e)(FB) CHARGE ASYMMETRY IN e+ e- --> e+ e-",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit e}})}_{\\mathit FB}$ CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S044Z01"
    },
    {
        "description": "A(FB)**(0,mu) CHARGE ASYMMETRY IN e+ e- --> mu+ mu-",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit \\mu}})}_{\\mathit FB}$ CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S044Z0A"
    },
    {
        "description": "A(FB)**(0,tau) CHARGE ASYMMETRY IN e+ e- --> tau+ tau-",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit \\tau}})}_{\\mathit FB}$ CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S044Z0T"
    },
    {
        "description": "A(FB)**(0,lepton)  CHARGE ASYMMETRY IN e+ e- --> lepton+ lepton-",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit \\ell}})}_{\\mathit FB}$  CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S044Z0L"
    },
    {
        "description": "A(FB)**(0,u)  CHARGE ASYMMETRY IN e+ e- --> u ubar",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit u}})}_{\\mathit FB}$  CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit u}}{{\\overline{\\mathit u}}}$",
        "pdgId": "S044Z0U"
    },
    {
        "description": "A(FB)**(0,s)  CHARGE ASYMMETRY IN e+ e- --> s sbar",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit s}})}_{\\mathit FB}$  CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit s}}{{\\overline{\\mathit s}}}$",
        "pdgId": "S044Z0S"
    },
    {
        "description": "A(FB)**(0,c)  CHARGE ASYMMETRY IN e+ e- --> c cbar",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit c}})}_{\\mathit FB}$  CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}$",
        "pdgId": "S044Z0C"
    },
    {
        "description": "A(FB)**(0,b)  CHARGE ASYMMETRY IN e+ e- --> b bbar",
        "description_tex": "$\\mathit A{}^{(0,{{\\mathit b}})}_{\\mathit FB}$  CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit b}}{{\\overline{\\mathit b}}}$",
        "pdgId": "S044Z0B"
    },
    {
        "description": "CHARGE ASYMMETRY IN e+ e- --> q qbar",
        "description_tex": "CHARGE ASYMMETRY IN ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit q}}{{\\overline{\\mathit q}}}$",
        "pdgId": "S044Z0Q"
    },
    {
        "description": "CHARGE ASYMMETRY IN p pbar --> Z --> e+ e-",
        "description_tex": "CHARGE ASYMMETRY IN ${{\\mathit p}}$  ${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit Z}}$  $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S044Z0E"
    },
    {
        "description": "sin**2(theta(eff))",
        "description_tex": "sin$^2(\\theta _{{\\mathrm {eff}}})$",
        "pdgId": "S044SEF"
    },
    {
        "description": "ANOMALOUS Z Z gamma, Z gamma gamma, AND Z Z V COUPLINGS",
        "description_tex": "ANOMALOUS ${{\\mathit Z}}{{\\mathit Z}}{{\\mathit \\gamma}}$ ,  ${{\\mathit Z}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$ ,  AND ${{\\mathit Z}}{{\\mathit Z}}{{\\mathit V}}$ COUPLINGS",
        "pdgId": "S044270"
    },
    {
        "description": "h(i)**V",
        "description_tex": "$\\mathit h{}^{\\mathit V}_{\\mathit i}$",
        "pdgId": "S044ZVG"
    },
    {
        "description": "f(i)**V",
        "description_tex": "$\\mathit f{}^{\\mathit V}_{\\mathit i}$",
        "pdgId": "S044ZZZ"
    },
    {
        "description": "ANOMALOUS W/Z QUARTIC COUPLINGS",
        "description_tex": "ANOMALOUS ${{\\mathit W}}/{{\\mathit Z}}$ QUARTIC COUPLINGS",
        "pdgId": "S044275"
    },
    {
        "description": "a(0)/Lambda**2, a(c)/Lambda**2",
        "description_tex": "$\\mathit a_{0}/\\Lambda {}^{2}$, $\\mathit a_{{{\\mathit c}}}/\\Lambda {}^{2}$",
        "pdgId": "S044AQC"
    },
    {
        "description": "Z --> e+ e-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S044.1"
    },
    {
        "description": "Z --> mu+ mu-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S044.2"
    },
    {
        "description": "Z --> tau+ tau-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S044.8"
    },
    {
        "description": "Z --> lepton+ lepton-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S044.16"
    },
    {
        "description": "Z --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S044.92"
    },
    {
        "description": "Z --> lepton+ lepton- lepton+ lepton-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S044.82"
    },
    {
        "description": "Z --> invisible",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   invisible",
        "pdgId": "S044.9"
    },
    {
        "description": "Z --> hadrons",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   hadrons",
        "pdgId": "S044.7"
    },
    {
        "description": "Z --> (u ubar + c cbar)/2",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   (${\\mathit {\\mathit u}}$  ${\\mathit {\\overline{\\mathit u}}}$  +  ${\\mathit {\\mathit c}}$  ${\\mathit {\\overline{\\mathit c}}}$)/2",
        "pdgId": "S044.21"
    },
    {
        "description": "Z --> (d dbar + s sbar + b bbar)/3",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   (${\\mathit {\\mathit d}}$  ${\\mathit {\\overline{\\mathit d}}}$  +  ${\\mathit {\\mathit s}}$  ${\\mathit {\\overline{\\mathit s}}}$  +  ${\\mathit {\\mathit b}}$  ${\\mathit {\\overline{\\mathit b}}}$)/3",
        "pdgId": "S044.22"
    },
    {
        "description": "Z --> c cbar",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${\\mathit {\\mathit c}}$  ${\\mathit {\\overline{\\mathit c}}}$",
        "pdgId": "S044.17"
    },
    {
        "description": "Z --> b bbar",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${\\mathit {\\mathit b}}$  ${\\mathit {\\overline{\\mathit b}}}$",
        "pdgId": "S044.6"
    },
    {
        "description": "Z --> b bbar b bbar",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit b}}{{\\overline{\\mathit b}}}{{\\mathit b}}{{\\overline{\\mathit b}}}$",
        "pdgId": "S044.73"
    },
    {
        "description": "Z --> g g g",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "S044.64"
    },
    {
        "description": "Z --> pi0 gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.10"
    },
    {
        "description": "Z --> eta gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.11"
    },
    {
        "description": "Z --> rho0 gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.86"
    },
    {
        "description": "Z --> omega gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.48"
    },
    {
        "description": "Z --> eta^'(958) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.12"
    },
    {
        "description": "Z --> phi gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.85"
    },
    {
        "description": "Z --> gamma gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.13"
    },
    {
        "description": "Z --> pi0 pi0",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S044.83"
    },
    {
        "description": "Z --> gamma gamma gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.14"
    },
    {
        "description": "Z --> pi+- W-+",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit W}^{\\mp}}$",
        "pdgId": "S044.18"
    },
    {
        "description": "Z --> rho+- W-+",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit W}^{\\mp}}$",
        "pdgId": "S044.19"
    },
    {
        "description": "Z --> J/psi(1S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ X",
        "pdgId": "S044.23"
    },
    {
        "description": "Z --> J/psi(1S) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.84"
    },
    {
        "description": "Z --> psi(2S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$ X",
        "pdgId": "S044.60"
    },
    {
        "description": "Z --> psi(2S) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.87"
    },
    {
        "description": "Z --> J/psi(1S) lepton+ lepton-",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S044.91"
    },
    {
        "description": "Z --> J/psi(1S) J/psi(1S)",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "S044.93"
    },
    {
        "description": "Z --> chi_c1(1P) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ X",
        "pdgId": "S044.42"
    },
    {
        "description": "Z --> chi_c2(1P) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ X",
        "pdgId": "S044.65"
    },
    {
        "description": "Z --> Upsilon(1S) X +Upsilon(2S) X +Upsilon(3S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$ X +${{\\mathit \\Upsilon}{(2S)}}$ X +${{\\mathit \\Upsilon}{(3S)}}$ X",
        "pdgId": "S044.69"
    },
    {
        "description": "Z --> Upsilon(1S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$ X",
        "pdgId": "S044.66"
    },
    {
        "description": "Z --> Upsilon(1S) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.88"
    },
    {
        "description": "Z --> Upsilon(2S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}$ X",
        "pdgId": "S044.67"
    },
    {
        "description": "Z --> Upsilon(2S) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.89"
    },
    {
        "description": "Z --> Upsilon(3S) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}$ X",
        "pdgId": "S044.68"
    },
    {
        "description": "Z --> Upsilon(3S) gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.90"
    },
    {
        "description": "Z --> Upsilon(1,2,3S) Upsilon(1,2,3S)",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1,2,3S)}}{{\\mathit \\Upsilon}{(1,2,3S)}}$",
        "pdgId": "S044.94"
    },
    {
        "description": "Z --> K0S gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\gamma}}$",
        "pdgId": "S044.96"
    },
    {
        "description": "Z --> D0 gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.95"
    },
    {
        "description": "Z --> (D0/Dbar0) X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$  ( ${{\\mathit D}^{0}}$ /${{\\overline{\\mathit D}}^{0}}$)  X",
        "pdgId": "S044.43"
    },
    {
        "description": "Z --> D()+- X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}$ X",
        "pdgId": "S044.44"
    },
    {
        "description": "Z --> D^*(2010)+- X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$ X",
        "pdgId": "S044.24"
    },
    {
        "description": "Z --> D_s1(2536)+- X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}$ X",
        "pdgId": "S044.75"
    },
    {
        "description": "Z --> D_sJ(2573)+- X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2573)}^{\\pm}}$ X",
        "pdgId": "S044.76"
    },
    {
        "description": "Z --> D^*'(2629)+- X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit D}^{*'}{(2629)}^{\\pm}}$ X",
        "pdgId": "S044.74"
    },
    {
        "description": "Z --> B X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}}$ X",
        "pdgId": "S044.61"
    },
    {
        "description": "Z --> B^* X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}^{*}}$ X",
        "pdgId": "S044.62"
    },
    {
        "description": "Z --> B+ X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}^{+}}$ X",
        "pdgId": "S044.77"
    },
    {
        "description": "Z --> B_s()0 X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}$ X",
        "pdgId": "S044.49"
    },
    {
        "description": "Z --> B_c()+ X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}}$ X",
        "pdgId": "S044.70"
    },
    {
        "description": "Z --> Lambda_c()+ X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ X",
        "pdgId": "S044.78"
    },
    {
        "description": "Z --> Xi_c()0 X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}$ X",
        "pdgId": "S044.80"
    },
    {
        "description": "Z --> Xi_b() X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{b}}}}$ X",
        "pdgId": "S044.81"
    },
    {
        "description": "Z --> b-baryon X",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon X",
        "pdgId": "S044.79"
    },
    {
        "description": "Z --> anomalous  gamma + hadrons",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   anomalous   ${{\\mathit \\gamma}}$ + hadrons",
        "pdgId": "S044.31"
    },
    {
        "description": "Z --> e+ e- gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.3"
    },
    {
        "description": "Z --> mu+ mu- gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.4"
    },
    {
        "description": "Z --> tau+ tau- gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.29"
    },
    {
        "description": "Z --> lepton+ lepton- gamma gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.45"
    },
    {
        "description": "Z --> q qbar gamma gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit q}}{{\\overline{\\mathit q}}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.46"
    },
    {
        "description": "Z --> nu nubar gamma gamma",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S044.47"
    },
    {
        "description": "Z --> e+- mu-+",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S044.5"
    },
    {
        "description": "Z --> e+- tau-+",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S044.25"
    },
    {
        "description": "Z --> mu+- tau-+",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S044.26"
    },
    {
        "description": "Z --> p e",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}}$",
        "pdgId": "S044.71"
    },
    {
        "description": "Z --> p mu",
        "description_tex": "${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}}$",
        "pdgId": "S044.72"
    },
    {
        "description": "H",
        "description_tex": "${{\\mathit H}}$",
        "pdgId": "S126"
    },
    {
        "description": "H MASS",
        "description_tex": "${{\\mathit H}}$ MASS",
        "pdgId": "S126M"
    },
    {
        "description": "H SPIN AND CP PROPERTIES",
        "description_tex": "${{\\mathit H}}$ SPIN AND $\\mathit CP$ PROPERTIES",
        "pdgId": "S126CP"
    },
    {
        "description": "H DECAY WIDTH",
        "description_tex": "${{\\mathit H}}$ DECAY WIDTH",
        "pdgId": "S126W"
    },
    {
        "description": "G(H --> W W*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit W}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R20"
    },
    {
        "description": "G(H --> Z Z*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit Z}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R21"
    },
    {
        "description": "G(H --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R22"
    },
    {
        "description": "G(H --> b bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit b}}{{\\overline{\\mathit b}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R23"
    },
    {
        "description": "G(H --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R03"
    },
    {
        "description": "G(H --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R24"
    },
    {
        "description": "G(H --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R25"
    },
    {
        "description": "G(H --> Z gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R26"
    },
    {
        "description": "G(H --> Z rho(770))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\rho}{(770)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R16"
    },
    {
        "description": "G(H --> Z phi(1020))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\phi}{(1020)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R17"
    },
    {
        "description": "G(H --> Z eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R18"
    },
    {
        "description": "G(H --> Z J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R19"
    },
    {
        "description": "G(H --> Z psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R27"
    },
    {
        "description": "G(H --> J/psi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R04"
    },
    {
        "description": "G(H --> J/psi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R13"
    },
    {
        "description": "G(H --> psi(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R12"
    },
    {
        "description": "G(H --> psi(2S) J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R28"
    },
    {
        "description": "G(H --> psi(2S) psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R29"
    },
    {
        "description": "G(H --> Upsilon(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R05"
    },
    {
        "description": "G(H --> Upsilon(1S) Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R30"
    },
    {
        "description": "G(H --> Upsilon(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R06"
    },
    {
        "description": "G(H --> Upsilon(3S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R07"
    },
    {
        "description": "G(H --> Upsilon(nS) Upsilon(mS))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(nS)}}{{\\mathit \\Upsilon}{(mS)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R14"
    },
    {
        "description": "G(H --> D* gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R33"
    },
    {
        "description": "G(H --> rho(770) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R11"
    },
    {
        "description": "G(H --> omega(782) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R31"
    },
    {
        "description": "G(H --> K*(892) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R32"
    },
    {
        "description": "G(H --> phi(1020) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R00"
    },
    {
        "description": "G(H --> e mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\mu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R09"
    },
    {
        "description": "G(H --> e tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\tau}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R10"
    },
    {
        "description": "G(H --> mu tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\tau}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R02"
    },
    {
        "description": "G(H --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${\\mathrm {invisible}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R01"
    },
    {
        "description": "G(H --> gamma  invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$  ${\\mathrm {invisible}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S126R15"
    },
    {
        "description": "H SIGNAL STRENGTHS IN DIFFERENT CHANNELS",
        "description_tex": "${{\\mathit H}}$ SIGNAL STRENGTHS IN DIFFERENT CHANNELS",
        "pdgId": "S126230"
    },
    {
        "description": "Combined Final States",
        "description_tex": "Combined Final States",
        "pdgId": "S126SA"
    },
    {
        "description": "W W* Final State",
        "description_tex": "${{\\mathit W}}{{\\mathit W}^{*}}$ Final State",
        "pdgId": "S126SWW"
    },
    {
        "description": "Z Z* Final State",
        "description_tex": "${{\\mathit Z}}{{\\mathit Z}^{*}}$ Final State",
        "pdgId": "S126SZZ"
    },
    {
        "description": "gamma gamma Final State",
        "description_tex": "${{\\mathit \\gamma}}{{\\mathit \\gamma}}$ Final State",
        "pdgId": "S126SGG"
    },
    {
        "description": "c cbar Final State",
        "description_tex": "${{\\mathit c}}{{\\overline{\\mathit c}}}$ Final State",
        "pdgId": "S126SCC"
    },
    {
        "description": "b bbar Final State",
        "description_tex": "${{\\mathit b}}{{\\overline{\\mathit b}}}$ Final State",
        "pdgId": "S126SBB"
    },
    {
        "description": "mu+ mu- Final State",
        "description_tex": "${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ Final State",
        "pdgId": "S126SMU"
    },
    {
        "description": "tau+ tau- Final State",
        "description_tex": "${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$ Final State",
        "pdgId": "S126STT"
    },
    {
        "description": "Z gamma Final State",
        "description_tex": "${{\\mathit Z}}{{\\mathit \\gamma}}$ Final State",
        "pdgId": "S126SZG"
    },
    {
        "description": "gamma* gamma Final State",
        "description_tex": "${{\\mathit \\gamma}^{*}}{{\\mathit \\gamma}}$ Final State",
        "pdgId": "S126A01"
    },
    {
        "description": "Higgs couplings",
        "description_tex": "Higgs couplings",
        "pdgId": "S126250"
    },
    {
        "description": "Fermion coupling (kappa_F)",
        "description_tex": "Fermion coupling (${{\\mathit \\kappa}_{{{F}}}}$)",
        "pdgId": "S126KFC"
    },
    {
        "description": "Gauge boson coupling (kappa_V)",
        "description_tex": "Gauge boson coupling (${{\\mathit \\kappa}_{{{V}}}}$)",
        "pdgId": "S126KVC"
    },
    {
        "description": "W boson coupling (kappa_W)",
        "description_tex": "${{\\mathit W}}$ boson coupling (${{\\mathit \\kappa}_{{{W}}}}$)",
        "pdgId": "S126KWC"
    },
    {
        "description": "Z boson coupling (kappa_Z)",
        "description_tex": "${{\\mathit Z}}$ boson coupling (${{\\mathit \\kappa}_{{{Z}}}}$)",
        "pdgId": "S126KZC"
    },
    {
        "description": "top Yukawa coupling (kappa_t)",
        "description_tex": "top Yukawa coupling (${{\\mathit \\kappa}_{{{t}}}}$)",
        "pdgId": "S126YTC"
    },
    {
        "description": "bottom quark Yukawa coupling (kappa_b)",
        "description_tex": "bottom quark Yukawa coupling (${{\\mathit \\kappa}_{{{b}}}}$)",
        "pdgId": "S126KBC"
    },
    {
        "description": "charm quark Yukawa coupling (kappa_c)",
        "description_tex": "charm quark Yukawa coupling (${{\\mathit \\kappa}_{{{c}}}}$)",
        "pdgId": "S126KCC"
    },
    {
        "description": "strange quark Yukawa coupling (kappa_s)",
        "description_tex": "strange quark Yukawa coupling (${{\\mathit \\kappa}_{{{s}}}}$)",
        "pdgId": "S126KSC"
    },
    {
        "description": "down quark Yukawa coupling (kappa_d)",
        "description_tex": "down quark Yukawa coupling (${{\\mathit \\kappa}_{{{d}}}}$)",
        "pdgId": "S126KDC"
    },
    {
        "description": "up quark Yukawa coupling (kappa_u)",
        "description_tex": "up quark Yukawa coupling (${{\\mathit \\kappa}_{{{u}}}}$)",
        "pdgId": "S126KUC"
    },
    {
        "description": "tau Yukawa coupling (kappa_tau)",
        "description_tex": "tau Yukawa coupling (${{\\mathit \\kappa}_{{{\\tau}}}}$)",
        "pdgId": "S126KTA"
    },
    {
        "description": "muon Yukawa couping (kappa_mu)",
        "description_tex": "muon Yukawa couping (${{\\mathit \\kappa}_{{{\\mu}}}}$)",
        "pdgId": "S126KMU"
    },
    {
        "description": "photon effective coupling (kappa_gamma)",
        "description_tex": "photon effective coupling (${{\\mathit \\kappa}_{{{\\gamma}}}}$)",
        "pdgId": "S126KGC"
    },
    {
        "description": "gluon effective coupling (kappa_gluon)",
        "description_tex": "gluon effective coupling (${{\\mathit \\kappa}_{{{gluon}}}}$)",
        "pdgId": "S126KGL"
    },
    {
        "description": "Z gamma effective coupling (kappa(Zgamma))",
        "description_tex": "${{\\mathit Z}}{{\\mathit \\gamma}}$ effective coupling (${{\\mathit \\kappa}}_{{{\\mathit Z}}{{\\mathit \\gamma}}}$)",
        "pdgId": "S126KZG"
    },
    {
        "description": "OTHER H PRODUCTION PROPERTIES",
        "description_tex": "OTHER ${{\\mathit H}}$ PRODUCTION PROPERTIES",
        "pdgId": "S126240"
    },
    {
        "description": "t tbar H Production",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit H}}$ Production",
        "pdgId": "S126STH"
    },
    {
        "description": "b bbar H Production",
        "description_tex": "${{\\mathit b}}{{\\overline{\\mathit b}}}{{\\mathit H}}$ Production",
        "pdgId": "S126SBH"
    },
    {
        "description": "VBF Production",
        "description_tex": "VBF Production",
        "pdgId": "S126SVB"
    },
    {
        "description": "H H Production Cross Section in p p Collisions",
        "description_tex": "${{\\mathit H}}{{\\mathit H}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions",
        "pdgId": "S126SHH"
    },
    {
        "description": "Higgs trilinear self coupling modifier kappa_lambda",
        "description_tex": "Higgs trilinear self coupling modifier ${{\\mathit \\kappa}_{{{\\lambda}}}}$",
        "pdgId": "S126KLA"
    },
    {
        "description": "Higgs-gauge boson quartic coupling modifier kappa_2V",
        "description_tex": "Higgs-gauge boson quartic coupling modifier ${{\\mathit \\kappa}_{{{2V}}}}$",
        "pdgId": "S126K2V"
    },
    {
        "description": "t H production",
        "description_tex": "${{\\mathit t}}{{\\mathit H}}$ production",
        "pdgId": "S126PTH"
    },
    {
        "description": "H Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit H}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "S126A02"
    },
    {
        "description": "H Production Cross Section in p p Collisions at sqrt(s) = 13.6 TeV",
        "description_tex": "${{\\mathit H}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13.6 TeV",
        "pdgId": "S126A03"
    },
    {
        "description": "H --> W W^*",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit W}^{*}}$",
        "pdgId": "S126.1"
    },
    {
        "description": "H --> Z Z^*",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit Z}^{*}}$",
        "pdgId": "S126.2"
    },
    {
        "description": "H --> gamma gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.3"
    },
    {
        "description": "H --> b bbar",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit b}}{{\\overline{\\mathit b}}}$",
        "pdgId": "S126.4"
    },
    {
        "description": "H --> e+ e-",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S126.10"
    },
    {
        "description": "H --> mu+ mu-",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S126.8"
    },
    {
        "description": "H --> tau+ tau-",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S126.5"
    },
    {
        "description": "H --> Z gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.6"
    },
    {
        "description": "H --> Z rho(770)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\rho}{(770)}}$",
        "pdgId": "S126.25"
    },
    {
        "description": "H --> Z phi(1020)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\phi}{(1020)}}$",
        "pdgId": "S126.26"
    },
    {
        "description": "H --> Z eta_c",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "S126.27"
    },
    {
        "description": "H --> Z J/psi",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit J / \\psi}}$",
        "pdgId": "S126.28"
    },
    {
        "description": "H --> Z psi(2S)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "S126.29"
    },
    {
        "description": "H --> J/psi gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.11"
    },
    {
        "description": "H --> J/psi J/psi",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}}$",
        "pdgId": "S126.22"
    },
    {
        "description": "H --> psi(2S) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.20"
    },
    {
        "description": "H --> psi(2S) J/psi",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit J / \\psi}}$",
        "pdgId": "S126.30"
    },
    {
        "description": "H --> psi(2S) psi(2S)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "S126.31"
    },
    {
        "description": "H --> Upsilon(1S) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.12"
    },
    {
        "description": "H --> Upsilon(1S) Upsilon(1S)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "S126.32"
    },
    {
        "description": "H --> Upsilon(2S) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.13"
    },
    {
        "description": "H --> Upsilon(3S) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.14"
    },
    {
        "description": "H --> Upsilon(nS) Upsilon(mS)",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(nS)}}{{\\mathit \\Upsilon}{(mS)}}$",
        "pdgId": "S126.23"
    },
    {
        "description": "H --> D^* gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.35"
    },
    {
        "description": "H --> rho(770) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.19"
    },
    {
        "description": "H --> omega(782) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.33"
    },
    {
        "description": "H --> K^*(892) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.34"
    },
    {
        "description": "H --> phi(1020) gamma",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\gamma}}$",
        "pdgId": "S126.15"
    },
    {
        "description": "H --> e mu",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\mu}}$",
        "pdgId": "S126.17"
    },
    {
        "description": "H --> e tau",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\tau}}$",
        "pdgId": "S126.18"
    },
    {
        "description": "H --> mu tau",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\tau}}$",
        "pdgId": "S126.9"
    },
    {
        "description": "H --> invisible",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${\\mathrm {invisible}}$",
        "pdgId": "S126.7"
    },
    {
        "description": "H --> gamma  invisible",
        "description_tex": "${{\\mathit H}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$  ${\\mathrm {invisible}}$",
        "pdgId": "S126.24"
    },
    {
        "description": "Neutral Higgs Bosons, Searches for",
        "description_tex": "Neutral Higgs Bosons ,  Searches for",
        "pdgId": "S055"
    },
    {
        "description": "MASS LIMITS FOR NEUTRAL HIGGS BOSONS IN SUPERSYMMETRIC MODELS",
        "description_tex": "MASS LIMITS FOR NEUTRAL HIGGS BOSONS IN SUPERSYMMETRIC MODELS",
        "pdgId": "S055250"
    },
    {
        "description": "Mass Limits for heavy neutral Higgs bosons (H_20, A0) in the MSSM",
        "description_tex": "Mass Limits for heavy neutral Higgs bosons (${{\\mathit H}_{{{2}}}^{0}}$, ${{\\mathit A}^{0}}$) in the MSSM",
        "pdgId": "S055HAD"
    },
    {
        "description": "Mass Limits for H_10 (Higgs Boson) in Supersymmetric Models",
        "description_tex": "Mass Limits for ${{\\mathit H}_{{{1}}}^{0}}$ (Higgs Boson) in Supersymmetric Models",
        "pdgId": "S055HSS"
    },
    {
        "description": "MASS LIMITS FOR NEUTRAL HIGGS BOSONS IN EXTENDED HIGGS MODELS",
        "description_tex": "MASS LIMITS FOR NEUTRAL HIGGS BOSONS IN EXTENDED HIGGS MODELS",
        "pdgId": "S055245"
    },
    {
        "description": "Mass Limits in General two-Higgs-doublet Models",
        "description_tex": "Mass Limits in General two-Higgs-doublet Models",
        "pdgId": "S055H2D"
    },
    {
        "description": "Mass Limits for H0 with Vanishing Yukawa Couplings",
        "description_tex": "Mass Limits for ${{\\mathit H}^{0}}$ with Vanishing Yukawa Couplings",
        "pdgId": "S055H2F"
    },
    {
        "description": "Mass Limits for H0 Decaying to Invisible Final States",
        "description_tex": "Mass Limits for ${{\\mathit H}^{0}}$ Decaying to Invisible Final States",
        "pdgId": "S055H2I"
    },
    {
        "description": "Mass Limits for Light A0",
        "description_tex": "Mass Limits for Light ${{\\mathit A}^{0}}$",
        "pdgId": "S055H2A"
    },
    {
        "description": "Other Mass Limits",
        "description_tex": "Other Mass Limits",
        "pdgId": "S055H2O"
    },
    {
        "description": "Electroweak Constraints on the Standard Model Higgs Boson Mass",
        "description_tex": "Electroweak Constraints on the Standard Model Higgs Boson Mass",
        "pdgId": "S055HEW"
    },
    {
        "description": "Charged Higgs Bosons (H+- and H+-+-), Searches for",
        "description_tex": "Charged Higgs Bosons (${{\\mathit H}^{\\pm}}$ and ${{\\mathit H}^{\\pm\\pm}}$) ,  Searches for",
        "pdgId": "S064"
    },
    {
        "description": "H+- (charged Higgs) mass limits for m(H+)< m(top)",
        "description_tex": "${{\\mathit H}^{\\pm}}$ (charged Higgs) mass limits for m$_{{{\\mathit H}^{+}}}&lt;$ m(top)",
        "pdgId": "S064HGC"
    },
    {
        "description": "H+- (charged Higgs) mass limits for m(H+)> m(top)",
        "description_tex": "${{\\mathit H}^{\\pm}}$ (charged Higgs) mass limits for m$_{{{\\mathit H}^{+}}}&gt;$ m(top)",
        "pdgId": "S064HGT"
    },
    {
        "description": "H+-+- (doubly-charged Higgs boson) mass limits",
        "description_tex": "${{\\mathit H}^{\\pm\\pm}}$ (doubly-charged Higgs boson) mass limits",
        "pdgId": "S064HDC"
    },
    {
        "description": "Limits for H+-+- with T(3) = +-1",
        "description_tex": "Limits for ${{\\mathit H}^{\\pm\\pm}}$ with $\\mathit T_{3}$ = $\\pm{}$1",
        "pdgId": "S064HD1"
    },
    {
        "description": "Limits for H+-+- with T(3) = 0",
        "description_tex": "Limits for ${{\\mathit H}^{\\pm\\pm}}$ with $\\mathit T_{3}$ = 0",
        "pdgId": "S064HD0"
    },
    {
        "description": "New Heavy Bosons",
        "description_tex": "New Heavy Bosons",
        "pdgId": "S056"
    },
    {
        "description": "Mass Limits for W' (Heavy Charged Vector Boson Other Than W) in Hadron Collider Experiments",
        "description_tex": "Mass Limits for ${{\\mathit W}^{\\,'}}$ (Heavy Charged Vector Boson Other Than ${{\\mathit W}}$) in Hadron Collider Experiments",
        "pdgId": "S056W1C"
    },
    {
        "description": "W_R (Right-Handed W Boson) Mass Limits",
        "description_tex": "${{\\mathit W}_{{{R}}}}$ (Right-Handed ${{\\mathit W}}$ Boson) Mass Limits",
        "pdgId": "S056MR"
    },
    {
        "description": "Limit on W_L-W_R Mixing Angle zeta",
        "description_tex": "Limit on ${{\\mathit W}_{{{L}}}}-{{\\mathit W}_{{{R}}}}$ Mixing Angle $\\zeta $",
        "pdgId": "S056WRZ"
    },
    {
        "description": "Limits for Z'(SM)",
        "description_tex": "Limits for ${{\\mathit Z}}{}^{&prime;}_{{\\mathrm {SM}}}$",
        "pdgId": "S056Z1C"
    },
    {
        "description": "Limits for Z(LR)",
        "description_tex": "Limits for ${{\\mathit Z}}_{\\mathit LR}$",
        "pdgId": "S056ZLR"
    },
    {
        "description": "Limits for Z_chi",
        "description_tex": "Limits for ${{\\mathit Z}_{{{\\chi}}}}$",
        "pdgId": "S056ZCH"
    },
    {
        "description": "Limits for Z_psi",
        "description_tex": "Limits for ${{\\mathit Z}_{{{\\psi}}}}$",
        "pdgId": "S056ZPS"
    },
    {
        "description": "Limits for Z_eta",
        "description_tex": "Limits for ${{\\mathit Z}_{{{\\eta}}}}$",
        "pdgId": "S056ZET"
    },
    {
        "description": "Limits for other Z'",
        "description_tex": "Limits for other ${{\\mathit Z}^{\\,'}}$",
        "pdgId": "S056ZOT"
    },
    {
        "description": "Searches for Z' with Lepton-Flavor-Violating decays",
        "description_tex": "Searches for ${{\\mathit Z}^{\\,'}}$ with Lepton-Flavor-Violating decays",
        "pdgId": "S056ZLF"
    },
    {
        "description": "Indirect Constraints on Kaluza-Klein Gauge Bosons",
        "description_tex": "Indirect Constraints on Kaluza-Klein Gauge Bosons",
        "pdgId": "S056KKI"
    },
    {
        "description": "Mass Limits for Leptoquarks from Pair Production",
        "description_tex": "Mass Limits for Leptoquarks from Pair Production",
        "pdgId": "S056EGT"
    },
    {
        "description": "Mass Limits for Leptoquarks from Single Production",
        "description_tex": "Mass Limits for Leptoquarks from Single Production",
        "pdgId": "S056ESP"
    },
    {
        "description": "Indirect Limits for Leptoquarks",
        "description_tex": "Indirect Limits for Leptoquarks",
        "pdgId": "S056LQI"
    },
    {
        "description": "Mass Limits for Diquarks",
        "description_tex": "Mass Limits for Diquarks",
        "pdgId": "S056DQ"
    },
    {
        "description": "Mass Limits for g_A (axigluon) and Other Color-Octet Gauge Bosons",
        "description_tex": "Mass Limits for ${{\\mathit g}_{{{A}}}}$ (axigluon) and Other Color-Octet Gauge Bosons",
        "pdgId": "S056AXG"
    },
    {
        "description": "Mass Limits for Color-Octet Scalar Bosons",
        "description_tex": "Mass Limits for Color-Octet Scalar Bosons",
        "pdgId": "S056COS"
    },
    {
        "description": "X0 (Heavy Boson) Searches in Z Decays",
        "description_tex": "${{\\mathit X}^{0}}$ (Heavy Boson) Searches in ${{\\mathit Z}}$ Decays",
        "pdgId": "S056ZXG"
    },
    {
        "description": "Mass Limits for a Heavy Neutral Boson Coupling to e+ e-",
        "description_tex": "Mass Limits for a Heavy Neutral Boson Coupling to ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S056HEE"
    },
    {
        "description": "Search for X0 Resonance in e+ e- Collisions",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ Collisions",
        "pdgId": "S056REE"
    },
    {
        "description": "Search for X0 Resonance in e p Collisions",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit e}}{{\\mathit p}}$ Collisions",
        "pdgId": "S056EPX"
    },
    {
        "description": "Search for X0 Resonance in e+ e- --> X0 gamma",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit X}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S056REG"
    },
    {
        "description": "Search for X0 Resonance in Z --> f fbar X0",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit Z}}$   $\\rightarrow$   ${{\\mathit f}}{{\\overline{\\mathit f}}}{{\\mathit X}^{0}}$",
        "pdgId": "S056ZFR"
    },
    {
        "description": "Search for X0 Resonance in W X0 final state",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit W}}{{\\mathit X}^{0}}$ final state",
        "pdgId": "S056PPW"
    },
    {
        "description": "Search for X0 Resonance in Quarkonium Decays",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in Quarkonium Decays",
        "pdgId": "S056ONI"
    },
    {
        "description": "Search for X0 Resonance in H(125) Decays",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ Resonance in ${{\\mathit H}{(125)}}$ Decays",
        "pdgId": "S056HDC"
    },
    {
        "description": "Axions (A0) and Other Very Light Bosons",
        "description_tex": "Axions (${{\\mathit A}^{0}}$) and Other Very Light Bosons",
        "pdgId": "S029"
    },
    {
        "description": "A0 (Axion) MASS LIMITS from Astrophysics and Cosmology",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) MASS LIMITS from Astrophysics and Cosmology",
        "pdgId": "S029AXA"
    },
    {
        "description": "A0 (Axion) and Other Light Boson (X0) Searches in Hadron Decays",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) and Other Light Boson (${{\\mathit X}^{0}}$) Searches in Hadron Decays",
        "pdgId": "S029AD2"
    },
    {
        "description": "A0 (Axion) Searches in Quarkonium Decays",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Searches in Quarkonium Decays",
        "pdgId": "S029AXQ"
    },
    {
        "description": "A0 (Axion) Searches in Positronium Decays",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Searches in Positronium Decays",
        "pdgId": "S029AXD"
    },
    {
        "description": "A0 (Axion) Search in Photoproduction",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Search in Photoproduction",
        "pdgId": "S029AXG"
    },
    {
        "description": "A0 (Axion) Production in Hadron Collisions",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Production in Hadron Collisions",
        "pdgId": "S029AXP"
    },
    {
        "description": "A0 (Axion) Searches in Reactor Experiments",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Searches in Reactor Experiments",
        "pdgId": "S029AXR"
    },
    {
        "description": "A0 (Axion) and Other Light Boson (X0) Searches in Nuclear Transitions",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) and Other Light Boson (${{\\mathit X}^{0}}$) Searches in Nuclear Transitions",
        "pdgId": "S029ANT"
    },
    {
        "description": "A0 (Axion) Limits from Its Electron Coupling",
        "description_tex": "${{\\mathit A}^{0}}$ (Axion) Limits from Its Electron Coupling",
        "pdgId": "S029AXE"
    },
    {
        "description": "Search for A0 (Axion) Resonance in Bhabha Scattering",
        "description_tex": "Search for ${{\\mathit A}^{0}}$ (Axion) Resonance in Bhabha Scattering",
        "pdgId": "S029AEE"
    },
    {
        "description": "Search for A0 (Axion) Resonance in e+ e- --> gamma gamma",
        "description_tex": "Search for ${{\\mathit A}^{0}}$ (Axion) Resonance in ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S029AEG"
    },
    {
        "description": "Search for X0 (Light Boson) Resonance in e+ e- --> gamma gamma gamma",
        "description_tex": "Search for ${{\\mathit X}^{0}}$ (Light Boson) Resonance in ${{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S029XEG"
    },
    {
        "description": "Light Boson (X0) Search in Nonresonant e+ e- Annihilation at Rest",
        "description_tex": "Light Boson (${{\\mathit X}^{0}}$) Search in Nonresonant ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ Annihilation at Rest",
        "pdgId": "S029XGE"
    },
    {
        "description": "Searches for Goldstone Bosons (X0)",
        "description_tex": "Searches for Goldstone Bosons (${{\\mathit X}^{0}}$)",
        "pdgId": "S029GB"
    },
    {
        "description": "Majoron Searches in Neutrinoless Double beta Decay",
        "description_tex": "Majoron Searches in Neutrinoless Double $\\beta $ Decay",
        "pdgId": "S029MT"
    },
    {
        "description": "Invisible A0 (Axion) MASS LIMITS from Astrophysics and Cosmology",
        "description_tex": "Invisible ${{\\mathit A}^{0}}$ (Axion) MASS LIMITS from Astrophysics and Cosmology",
        "pdgId": "S029IAA"
    },
    {
        "description": "Search for Relic Invisible Axions",
        "description_tex": "Search for Relic Invisible Axions",
        "pdgId": "S029AXI"
    },
    {
        "description": "Invisible A0 (Axion) Limits from Photon Coupling",
        "description_tex": "Invisible ${{\\mathit A}^{0}}$ (Axion) Limits from Photon Coupling",
        "pdgId": "S029IAG"
    },
    {
        "description": "Limit on Invisible A0 (Axion) Electron Coupling",
        "description_tex": "Limit on Invisible ${{\\mathit A}^{0}}$ (Axion) Electron Coupling",
        "pdgId": "S029AEC"
    },
    {
        "description": "Invisible A0 (Axion) Limits from Nucleon Coupling",
        "description_tex": "Invisible ${{\\mathit A}^{0}}$ (Axion) Limits from Nucleon Coupling",
        "pdgId": "S029IAN"
    },
    {
        "description": "Axion Limits from T-violating Medium-Range Forces",
        "description_tex": "Axion Limits from $\\mathit T$-violating Medium-Range Forces",
        "pdgId": "S029IAT"
    },
    {
        "description": "Hidden Photons: Kinetic Mixing Parameter Limits",
        "description_tex": "Hidden Photons: Kinetic Mixing Parameter Limits",
        "pdgId": "S029HPH"
    },
    {
        "description": "e",
        "description_tex": "${{\\mathit e}}$",
        "pdgId": "S003"
    },
    {
        "description": "e MASS (atomic mass units u)",
        "description_tex": "${{\\mathit e}}$ MASS (atomic mass units u)",
        "pdgId": "S003AMU"
    },
    {
        "description": "e MASS",
        "description_tex": "${{\\mathit e}}$ MASS",
        "pdgId": "S003M"
    },
    {
        "description": "(mass(e+)-mass(e-))/mass(average)",
        "description_tex": "$({\\mathit m}_{{{\\mathit e}^{+}}}-{\\mathit m}_{{{\\mathit e}^{-}}})/{\\mathit m}_{\\mathrm {average}}$",
        "pdgId": "S003DM"
    },
    {
        "description": "|q(e+)+q(e-)|/e",
        "description_tex": "$\\vert \\mathit q_{{{\\mathit e}^{+}}}~+~\\mathit q_{{{\\mathit e}^{-}}}\\vert /{{\\mathit e}}$",
        "pdgId": "S003DQ"
    },
    {
        "description": "e MAGNETIC MOMENT ANOMALY",
        "description_tex": "${{\\mathit e}}$ MAGNETIC MOMENT ANOMALY",
        "pdgId": "S003215"
    },
    {
        "description": "mu_e/mu_B - 1 = (g-2)/2",
        "description_tex": "${{\\mathit \\mu}_{{{e}}}}/{{\\mathit \\mu}_{{{B}}}}$ $&minus;$ 1 = ($\\mathit g&minus;$2)/2",
        "pdgId": "S003MM"
    },
    {
        "description": "(electron g-factor(e+)-electron g-factor(e-)) / g(average)",
        "description_tex": "(${\\mathit g}_{{{\\mathit e}^{+}}}-{\\mathit g}_{{{\\mathit e}^{-}}}$) / $\\mathit g_{{\\mathrm {average}}}$",
        "pdgId": "S003MMR"
    },
    {
        "description": "e ELECTRIC DIPOLE MOMENT (d)",
        "description_tex": "${{\\mathit e}}$ ELECTRIC DIPOLE MOMENT (d)",
        "pdgId": "S003EDM"
    },
    {
        "description": "e- MEAN LIFE / BRANCHING FRACTION",
        "description_tex": "${{\\mathit e}^{-}}$ MEAN LIFE / BRANCHING FRACTION",
        "pdgId": "S003210"
    },
    {
        "description": "e --> nu(e) gamma and astrophysical limits",
        "description_tex": "${{\\mathit e}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$ and astrophysical limits",
        "pdgId": "S003T"
    },
    {
        "description": "Disappearance and nuclear-de-excitation experiments",
        "description_tex": "Disappearance and nuclear-de-excitation experiments",
        "pdgId": "S003TD"
    },
    {
        "description": "LIMITS ON LEPTON-FLAVOR VIOLATION IN PRODUCTION",
        "description_tex": "LIMITS ON LEPTON-FLAVOR VIOLATION IN PRODUCTION",
        "pdgId": "S003230"
    },
    {
        "description": "sigma(e+ e- --> e+- tau-+) / sigma(e+ e- --> mu+ mu-)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}{)}$ / ${\\mathit \\sigma (}{{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{)}$",
        "pdgId": "S003RET"
    },
    {
        "description": "sigma(e+ e- --> mu+- tau-+) / sigma(e+ e- --> mu+ mu-)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}{)}$ / ${\\mathit \\sigma (}{{\\mathit e}^{+}}$  ${{\\mathit e}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{)}$",
        "pdgId": "S003RMT"
    },
    {
        "description": "mu",
        "description_tex": "${{\\mathit \\mu}}$",
        "pdgId": "S004"
    },
    {
        "description": "mu MASS (atomic mass units u)",
        "description_tex": "${{\\mathit \\mu}}$ MASS (atomic mass units u)",
        "pdgId": "S004AMU"
    },
    {
        "description": "mu MASS",
        "description_tex": "${{\\mathit \\mu}}$ MASS",
        "pdgId": "S004M"
    },
    {
        "description": "mu MEAN LIFE tau",
        "description_tex": "${{\\mathit \\mu}}$ MEAN LIFE $\\tau $",
        "pdgId": "S004T"
    },
    {
        "description": "meanlife(mu+)/meanlife(mu-) MEAN LIFE RATIO",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit \\mu}^{+}}}/{\\mathit \\tau}_{{{\\mathit \\mu}^{-}}}$ MEAN LIFE RATIO",
        "pdgId": "S004DT"
    },
    {
        "description": "(meanlife(mu+)-meanlife(mu-))/meanlife(average)",
        "description_tex": "$({\\mathit \\tau}_{{{\\mathit \\mu}^{+}}}-{\\mathit \\tau}_{{{\\mathit \\mu}^{-}}})/{\\mathit \\tau}_{\\mathrm {average}}$",
        "pdgId": "S004DTT"
    },
    {
        "description": "mu/p MAGNETIC MOMENT RATIO",
        "description_tex": "${{\\mathit \\mu}}/{{\\mathit p}}$ MAGNETIC MOMENT RATIO",
        "pdgId": "S004MPR"
    },
    {
        "description": "mu MAGNETIC MOMENT ANOMALY",
        "description_tex": "${{\\mathit \\mu}}$ MAGNETIC MOMENT ANOMALY",
        "pdgId": "S004220"
    },
    {
        "description": "mu_mu/(ehbar/2m_mu)-1 = (g_mu-2)/2",
        "description_tex": "${{\\mathit \\mu}_{{{\\mu}}}}/({{\\mathit e}}\\hbar{}/2{{\\mathit m}_{{{\\mu}}}})&minus;$1 = (${{\\mathit g}_{{{\\mu}}}}&minus;$2)/2",
        "pdgId": "S004MM"
    },
    {
        "description": "(electron g-factor(mu+)-electron g-factor(mu-))/electron g-factor(average)",
        "description_tex": "$({\\mathit g}_{{{\\mathit \\mu}^{+}}}-{\\mathit g}_{{{\\mathit \\mu}^{-}}})/{\\mathit g}_{average}$",
        "pdgId": "S004MMR"
    },
    {
        "description": "mu ELECTRIC DIPOLE MOMENT (d)",
        "description_tex": "${{\\mathit \\mu}}$ ELECTRIC DIPOLE MOMENT (d)",
        "pdgId": "S004EDM"
    },
    {
        "description": "MUON-ELECTRON CHARGE RATIO ANOMALY q(mu+)/q(e-) + 1",
        "description_tex": "MUON-ELECTRON CHARGE RATIO ANOMALY $\\mathit q_{{{\\mathit \\mu}^{+}}}/\\mathit q_{{{\\mathit e}^{-}}}$ $+$ 1",
        "pdgId": "S004MEC"
    },
    {
        "description": "G(mu- --> e- nubar_e nu_mu gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R1"
    },
    {
        "description": "G(mu- --> e- nubar_e nu_mu e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R6"
    },
    {
        "description": "G(mu- --> e- nu(e) nubar_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R2"
    },
    {
        "description": "G(mu- --> e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R3"
    },
    {
        "description": "G(mu- --> e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R4"
    },
    {
        "description": "G(mu- --> e- 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}$2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S004R5"
    },
    {
        "description": "LIMIT ON mu- --> e- CONVERSION",
        "description_tex": "LIMIT ON ${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}$ CONVERSION",
        "pdgId": "S004245"
    },
    {
        "description": "sigma(mu- 32S --> e- 32S) / sigma(mu- 32S --> nu_mu 32P*)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{32}\\mathrm {S}$ $\\rightarrow$   ${{\\mathit e}^{-}}{}^{32}\\mathrm {S}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{32}\\mathrm {S}$ $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{}^{32}\\mathrm {P}^{*}{)}$",
        "pdgId": "S004RE"
    },
    {
        "description": "sigma(mu- Cu --> e- Cu) / sigma(mu- Cu --> capture)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Cu}$ $\\rightarrow$   ${{\\mathit e}^{-}}{}^{}\\mathrm {Cu}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Cu}$ $\\rightarrow$   capture${)}$",
        "pdgId": "S004RF"
    },
    {
        "description": "sigma(mu- Ti --> e- Ti) / sigma(mu- Ti --> capture)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Ti}$ $\\rightarrow$   ${{\\mathit e}^{-}}{}^{}\\mathrm {Ti}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Ti}$ $\\rightarrow$   capture${)}$",
        "pdgId": "S004RG"
    },
    {
        "description": "sigma(mu- Pb --> e- Pb) / sigma(mu- Pb --> capture)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Pb}$ $\\rightarrow$   ${{\\mathit e}^{-}}{}^{}\\mathrm {Pb}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Pb}$ $\\rightarrow$   capture${)}$",
        "pdgId": "S004RH"
    },
    {
        "description": "sigma(mu- Au --> e- Au) / sigma(mu- Au --> capture)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Au}$ $\\rightarrow$   ${{\\mathit e}^{-}}{}^{}\\mathrm {Au}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Au}$ $\\rightarrow$   capture${)}$",
        "pdgId": "S004RA"
    },
    {
        "description": "LIMIT ON mu- --> e+ CONVERSION",
        "description_tex": "LIMIT ON ${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$ CONVERSION",
        "pdgId": "S004250"
    },
    {
        "description": "sigma(mu- 32S --> e+ 32Si*) / sigma(mu- 32S --> nu_mu 32P*)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{32}\\mathrm {S}$ $\\rightarrow$   ${{\\mathit e}^{+}}{}^{32}\\mathrm {Si}^{*}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{32}\\mathrm {S}$ $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{}^{32}\\mathrm {P}^{*}{)}$",
        "pdgId": "S004RP1"
    },
    {
        "description": "sigma(mu- 127I --> e+ 127Sb*) / sigma(mu- 127I --> anything)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{127}\\mathrm {I}$ $\\rightarrow$   ${{\\mathit e}^{+}}{}^{127}\\mathrm {Sb}^{*}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{127}\\mathrm {I}$ $\\rightarrow$   anything${)}$",
        "pdgId": "S004RP2"
    },
    {
        "description": "sigma(mu- Cu --> e+ Co) / sigma(mu- Cu --> nu_mu Ni)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Cu}$ $\\rightarrow$   ${{\\mathit e}^{+}}{}^{}\\mathrm {Co}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Cu}$ $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{}^{}\\mathrm {Ni}{)}$",
        "pdgId": "S004RP3"
    },
    {
        "description": "sigma(mu- Ti --> e+ Ca) / sigma(mu- Ti --> capture)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Ti}$ $\\rightarrow$   ${{\\mathit e}^{+}}{}^{}\\mathrm {Ca}{)}$ / ${\\mathit \\sigma (}{{\\mathit \\mu}^{-}}$  ${}^{}\\mathrm {Ti}$ $\\rightarrow$   capture${)}$",
        "pdgId": "S004RP4"
    },
    {
        "description": "LIMIT ON MUONIUM  ANTIMUONIUM CONVERSION",
        "description_tex": "LIMIT ON MUONIUM $\\rightarrow$ ANTIMUONIUM CONVERSION",
        "pdgId": "S004255"
    },
    {
        "description": "R(g) = G(C) / G(F)",
        "description_tex": " $\\mathit R_{\\mathit g}$ = $\\mathit G_{\\mathit C}$ / $\\mathit G_{\\mathit F}$",
        "pdgId": "S004MC"
    },
    {
        "description": "mu DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\mu}}$ DECAY PARAMETERS",
        "pdgId": "S004260"
    },
    {
        "description": "rho PARAMETER",
        "description_tex": "$\\rho $ PARAMETER",
        "pdgId": "S004RHO"
    },
    {
        "description": "eta PARAMETER",
        "description_tex": "$\\eta $ PARAMETER",
        "pdgId": "S004ETA"
    },
    {
        "description": "delta PARAMETER",
        "description_tex": "$\\delta $ PARAMETER",
        "pdgId": "S004DEL"
    },
    {
        "description": "|(xi PARAMETER)*(mu LONGITUDINAL POLARIZATION)|",
        "description_tex": "$\\vert (\\xi $ PARAMETER)${\\times }({{\\mathit \\mu}}$ LONGITUDINAL POLARIZATION)$\\vert $",
        "pdgId": "S004XI"
    },
    {
        "description": "xi * (mu LONGITUDINAL POLARIZATION) * delta / rho",
        "description_tex": "$\\xi $ ${\\times }$ (${{\\mathit \\mu}}$ LONGITUDINAL POLARIZATION) ${\\times }$ $\\delta $ / $\\rho $",
        "pdgId": "S004XID"
    },
    {
        "description": "xi' = LONGITUDINAL POLARIZATION OF e+",
        "description_tex": "$\\xi {{}^\\prime}$ = LONGITUDINAL POLARIZATION OF ${{\\mathit e}^{+}}$",
        "pdgId": "S004PL"
    },
    {
        "description": "xi'' PARAMETER",
        "description_tex": "$\\xi {{}^\\prime}{{}^\\prime}$ PARAMETER",
        "pdgId": "S004XPP"
    },
    {
        "description": "TRANSVERSE e+ POLARIZATION IN PLANE OF mu SPIN, e+ MOMENTUM",
        "description_tex": "TRANSVERSE ${{\\mathit e}^{+}}$ POLARIZATION IN PLANE OF ${{\\mathit \\mu}}$ SPIN, ${{\\mathit e}^{+}}$ MOMENTUM",
        "pdgId": "S004PT1"
    },
    {
        "description": "TRANSVERSE e+ POLARIZATION NORMAL TO PLANE OF mu SPIN, e+ MOMENTUM",
        "description_tex": "TRANSVERSE ${{\\mathit e}^{+}}$ POLARIZATION NORMAL TO PLANE OF ${{\\mathit \\mu}}$ SPIN, ${{\\mathit e}^{+}}$ MOMENTUM",
        "pdgId": "S004PT2"
    },
    {
        "description": "alpha/A",
        "description_tex": "$\\alpha /\\mathit A$",
        "pdgId": "S004AL"
    },
    {
        "description": "alpha'/A",
        "description_tex": "$\\alpha {{}^\\prime}/\\mathit A$",
        "pdgId": "S004ALP"
    },
    {
        "description": "beta/A",
        "description_tex": "$\\beta /\\mathit A$",
        "pdgId": "S004BT"
    },
    {
        "description": "beta'/A",
        "description_tex": "$\\beta {{}^\\prime}/\\mathit A$",
        "pdgId": "S004BTP"
    },
    {
        "description": "a/A",
        "description_tex": "$\\mathit a/\\mathit A$",
        "pdgId": "S004SA"
    },
    {
        "description": "a'/A",
        "description_tex": "$\\mathit a{{}^\\prime}/\\mathit A$",
        "pdgId": "S004SAP"
    },
    {
        "description": "(b'+b)/A",
        "description_tex": "($\\mathit b{{}^\\prime}+\\mathit b)/\\mathit A$",
        "pdgId": "S004SBP"
    },
    {
        "description": "c/A",
        "description_tex": "$\\mathit c/\\mathit A$",
        "pdgId": "S004SC"
    },
    {
        "description": "c'/A",
        "description_tex": "$\\mathit c{{}^\\prime}/\\mathit A$",
        "pdgId": "S004SCP"
    },
    {
        "description": "etabar PARAMETER",
        "description_tex": "${{\\overline{\\mathit \\eta}}}$ PARAMETER",
        "pdgId": "S004ETB"
    },
    {
        "description": "mu- --> e- nubar_e nu_mu",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S004.1"
    },
    {
        "description": "mu- --> e- nubar_e nu_mu gamma",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S004.2"
    },
    {
        "description": "mu- --> e- nubar_e nu_mu e+ e-",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S004.7"
    },
    {
        "description": "mu- --> e- nu_e nubar_mu",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S004.3"
    },
    {
        "description": "mu- --> e- gamma",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S004.4"
    },
    {
        "description": "mu- --> e- e+ e-",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S004.5"
    },
    {
        "description": "mu- --> e- 2gamma",
        "description_tex": "${{\\mathit \\mu}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}$2 ${{\\mathit \\gamma}}$",
        "pdgId": "S004.6"
    },
    {
        "description": "tau",
        "description_tex": "${{\\mathit \\tau}}$",
        "pdgId": "S035"
    },
    {
        "description": "tau MASS",
        "description_tex": "${{\\mathit \\tau}}$ MASS",
        "pdgId": "S035M"
    },
    {
        "description": "(mass(tau+)-mass(tau-))/m(average)",
        "description_tex": "(${\\mathit m}_{{{\\mathit \\tau}^{+}}}-{\\mathit m}_{{{\\mathit \\tau}^{-}}})/\\mathit m_{{\\mathrm {average}}}$",
        "pdgId": "S035MDF"
    },
    {
        "description": "tau MEAN LIFE",
        "description_tex": "${{\\mathit \\tau}}$ MEAN LIFE",
        "pdgId": "S035T"
    },
    {
        "description": "(meanlife(tau+)-meanlife(tau-))/meanlife(average)",
        "description_tex": "$({\\mathit \\tau}_{{{\\mathit \\tau}^{+}}}-{\\mathit \\tau}_{{{\\mathit \\tau}^{-}}})/{\\mathit \\tau}_{\\mathrm {average}}$",
        "pdgId": "S035TDF"
    },
    {
        "description": "tau MAGNETIC MOMENT ANOMALY",
        "description_tex": "${{\\mathit \\tau}}$ MAGNETIC MOMENT ANOMALY",
        "pdgId": "S035245"
    },
    {
        "description": "mu_tau/(ehbar/2m_tau)-1 = (g_tau-2)/2",
        "description_tex": "${{\\mathit \\mu}_{{{\\tau}}}}/({{\\mathit e}}\\hbar{}/2{{\\mathit m}_{{{\\tau}}}})&minus;$1 = (${{\\mathit g}_{{{\\tau}}}}&minus;$2)/2",
        "pdgId": "S035MM"
    },
    {
        "description": "tau ELECTRIC DIPOLE MOMENT (d(tau))",
        "description_tex": "${{\\mathit \\tau}}$ ELECTRIC DIPOLE MOMENT ($\\mathit d_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035240"
    },
    {
        "description": "Re(d(tau))",
        "description_tex": "Re($\\mathit d_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035EDM"
    },
    {
        "description": "Im(d(tau))",
        "description_tex": "Im($\\mathit d_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035EDI"
    },
    {
        "description": "tau WEAK DIPOLE MOMENT (d(tau)**w)",
        "description_tex": "${{\\mathit \\tau}}$ WEAK DIPOLE MOMENT ($\\mathit d{}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035242"
    },
    {
        "description": "Re(d(tau)**w)",
        "description_tex": "Re($\\mathit d{}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035WDM"
    },
    {
        "description": "Im(d(tau)**w)",
        "description_tex": "Im($\\mathit d{}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035WDI"
    },
    {
        "description": "tau WEAK ANOMALOUS MAGNETIC DIPOLE MOMENT (alpha(tau)**w)",
        "description_tex": "${{\\mathit \\tau}}$ WEAK ANOMALOUS MAGNETIC DIPOLE MOMENT ($\\alpha {}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035243"
    },
    {
        "description": "Re(alpha(tau)**w)",
        "description_tex": "Re($\\alpha {}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035WMM"
    },
    {
        "description": "Im(alpha(tau)**w)",
        "description_tex": "Im($\\alpha {}^{\\mathit w}_{{{\\mathit \\tau}}}$)",
        "pdgId": "S035WMI"
    },
    {
        "description": "(Gamma(tau+) - Gamma(tau-)) / (Gamma(tau+) +  Gamma(tau-))",
        "description_tex": "($\\Gamma\\mathrm {({{\\mathit \\tau}^{+}})}$ $&minus;$ $\\Gamma\\mathrm {({{\\mathit \\tau}^{-}})}$) / ($\\Gamma\\mathrm {({{\\mathit \\tau}^{+}})}$ +  $\\Gamma\\mathrm {({{\\mathit \\tau}^{-}})}$)",
        "pdgId": "S035250"
    },
    {
        "description": "tau+- --> pi+- K0S nu_tau  (RATE DIFFERENCE) / (RATE SUM)",
        "description_tex": "${{\\mathit \\tau}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  (RATE DIFFERENCE) / (RATE SUM)",
        "pdgId": "S035DR1"
    },
    {
        "description": "G(tau- --> hboxbgroup particle^->=0 neutrals >=0K0 nu_tauegroup allowbreakhboxbgroup(``1-prong'')egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   particle${}^{-}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}}$   (``1-prong'')$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B75"
    },
    {
        "description": "G(tau- --> hboxbgroup particle^->=0 neutrals >=0K0L nu_tauegroup)/G(total) right_justifyGamma(2)/Gamma",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   particle${}^{-}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$ $)/\\Gamma_{\\text{total}}$ $\\gamma (2)/\\Gamma $",
        "pdgId": "S035R24"
    },
    {
        "description": "G(tau- --> mu- nubar_mu nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R1"
    },
    {
        "description": "G(tau- --> mu- nubar_mu nu_tau gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B81"
    },
    {
        "description": "G(tau- --> e- nubar_e nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R2"
    },
    {
        "description": "G(tau- --> mu- nubar_mu nu_tau)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035R5"
    },
    {
        "description": "G(tau- --> e- nubar_e nu_tau gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C39"
    },
    {
        "description": "G(tau- --> h- >=0K0L  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}0{{\\mathit K}_L^0}$    ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R43"
    },
    {
        "description": "G(tau- --> h- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B73"
    },
    {
        "description": "G(tau- --> h- nu_tau)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B97"
    },
    {
        "description": "G(tau- --> pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R6"
    },
    {
        "description": "G(tau- --> pi- nu_tau)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035C78"
    },
    {
        "description": "G(tau- --> K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R7"
    },
    {
        "description": "G(tau- --> K- nu_tau)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035C79"
    },
    {
        "description": "G(tau- --> K- nu_tau)/G(tau- --> pi- nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035C80"
    },
    {
        "description": "G(tau- --> h- >=1 neutrals nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$1 neutrals  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R42"
    },
    {
        "description": "G(tau- --> h- >= 1pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 1 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C01"
    },
    {
        "description": "G(tau- --> h- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R84"
    },
    {
        "description": "G(tau- --> pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R8"
    },
    {
        "description": "G(tau- --> pi- pi0 non-rho(770) nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ non-${{\\mathit \\rho}}$(770)  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R19"
    },
    {
        "description": "G(tau- --> K- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B29"
    },
    {
        "description": "G(tau- --> h- >= 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R44"
    },
    {
        "description": "G(tau- --> h- 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B74"
    },
    {
        "description": "G(tau- --> h- 2pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R20"
    },
    {
        "description": "G(tau- --> h- 2pi0 nu_tau (ex.K0))/G(tau- --> h- pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B21"
    },
    {
        "description": "G(tau- --> pi- 2pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B55"
    },
    {
        "description": "G(tau- --> pi- 2pi0 nu_tau (ex.K0) , hboxbgroup scalaregroup)/G(tau- --> pi- 2pi0 nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,  scalar$)/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C48"
    },
    {
        "description": "G(tau- --> pi- 2pi0 nu_tau (ex.K0) , hboxbgroup vectoregroup)/G(tau- --> pi- 2pi0 nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,  vector$)/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C49"
    },
    {
        "description": "G(tau- --> K- 2pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B30"
    },
    {
        "description": "G(tau- --> h- >= 3pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R97"
    },
    {
        "description": "G(tau- --> h- >= 3pi0 nu_tau (ex. K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C02"
    },
    {
        "description": "G(tau- --> h- 3pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R21"
    },
    {
        "description": "G(tau- --> h- 3pi0 nu_tau)/G(tau- --> h- pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B22"
    },
    {
        "description": "G(tau- --> pi- 3pi0 nu_tau hboxbgroup (ex.K0)egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B56"
    },
    {
        "description": "G(tau- --> K- 3pi0 nu_tau (ex.K0 , eta))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\eta}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B31"
    },
    {
        "description": "G(tau- --> h- 4pi0 nu_tau hboxbgroup (ex.K0)egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$4 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B79"
    },
    {
        "description": "G(tau- --> h- 4pi0 nu_tau hboxbgroup (ex.K0,eta)egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$4 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\eta}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B23"
    },
    {
        "description": "G(tau- --> a_1(1260) nu_tau --> pi- gamma nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R08"
    },
    {
        "description": "G(tau- --> K- >=0pi0 >=0K0  >=0gamma  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{}\\geq{}0{{\\mathit \\pi}^{0}}{}\\geq{}0{{\\mathit K}^{0}}$   ${}\\geq{}0{{\\mathit \\gamma}}$   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R26"
    },
    {
        "description": "G(tau- --> K- >=1 (pi0 or K0 or gamma)  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{}\\geq{}$1 (${{\\mathit \\pi}^{0}}$ or ${{\\mathit K}^{0}}$ or ${{\\mathit \\gamma}}$)   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R27"
    },
    {
        "description": "G(tau- --> K0S (particles)^- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  (particles)${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B43"
    },
    {
        "description": "G(tau- --> h- Kbar0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B67"
    },
    {
        "description": "G(tau- --> pi- Kbar0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B32"
    },
    {
        "description": "G(tau- --> pi- Kbar0 allowbreakhboxbgroup(non-K*(892)-) nu_tauegroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}$ (non-${{\\mathit K}^{*}{(892)}^{-}}$)  ${{\\mathit \\nu}_{{{\\tau}}}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B52"
    },
    {
        "description": "G(tau- --> K- K0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R46"
    },
    {
        "description": "G(tau- --> K- K0 >=0pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{}\\geq{}0{{\\mathit \\pi}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C38"
    },
    {
        "description": "G(tau- --> h- Kbar0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B68"
    },
    {
        "description": "G(tau- --> pi- Kbar0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B33"
    },
    {
        "description": "G(tau- --> Kbar0 rho- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\rho}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C10"
    },
    {
        "description": "G(tau- --> K- K0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B34"
    },
    {
        "description": "G(tau- --> pi- Kbar0 >=1pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{}\\geq{}$1 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C37"
    },
    {
        "description": "G(tau- --> pi- Kbar0 pi0 pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B98"
    },
    {
        "description": "G(tau- --> K- K0 pi0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B99"
    },
    {
        "description": "G(tau- --> pi- K0 Kbar0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B51"
    },
    {
        "description": "G(tau- --> pi- K0S K0S nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B69"
    },
    {
        "description": "G(tau- --> pi- K0S K0L nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C1"
    },
    {
        "description": "G(tau- --> pi- K0L K0L nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_L^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R06"
    },
    {
        "description": "G(tau- --> pi- K0 Kbar0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C44"
    },
    {
        "description": "G(tau- --> pi- K0S K0S pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C2"
    },
    {
        "description": "G(tau- --> K*- K0 pi0 nu_tau --> pi- K0S K0S pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R01"
    },
    {
        "description": "G(tau- --> f_1(1285) pi- nu_tau --> pi- K0S K0S pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R02"
    },
    {
        "description": "G(tau- --> f_1(1420) pi- nu_tau --> pi- K0S K0S pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R03"
    },
    {
        "description": "G(tau- --> pi- K0S K0L pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C3"
    },
    {
        "description": "G(tau- --> pi- K0L K0L pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_L^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R07"
    },
    {
        "description": "G(tau- --> K- K0S K0S nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C99"
    },
    {
        "description": "G(tau- --> K- K0S K0S pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035D01"
    },
    {
        "description": "G(tau- --> K0 h+ h- h- >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{{\\mathit h}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R37"
    },
    {
        "description": "G(tau- --> K0 h+ h- h- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C5"
    },
    {
        "description": "G(tau- --> h- h- h+ hboxbgroup>=0 neutrals >=0K0L nu_tau egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R31"
    },
    {
        "description": "G(tau- --> hboxbgroup h- h- h+ >=0 neutrals  nu_tauegroup allowbreakhboxbgroup (ex. K0S --> pi+ pi-)egroupallowbreakhboxbgroup(``3-prong'')egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (ex. ${{\\mathit K}_S^0}$   $\\rightarrow$ ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ )(``3-prong'')$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B63"
    },
    {
        "description": "G(tau- --> h- h- h+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R28"
    },
    {
        "description": "G(tau- --> h- h- h+ nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B62"
    },
    {
        "description": "G(tau- --> h- h- h+ nu_tau (ex.K0))/G(tau- --> hboxbgroup h- h- h+ >=0 neutrals  nu_tauegroup allowbreakhboxbgroup (ex. K0S --> pi+ pi-)egroupallowbreakhboxbgroup(``3-prong'')egroup)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (ex. ${{\\mathit K}_S^0}$   $\\rightarrow$ ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ )(``3-prong'')$)$",
        "pdgId": "S035B64"
    },
    {
        "description": "G(tau- --> h- h- h+ nu_tau (ex.K0,omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B71"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C18"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C19"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- nu_tau (ex.K0) , hboxbgroup non-axial vectoregroup)/G(tau- --> pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,  non-axial vector$)/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C50"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- nu_tau (ex.K0,omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C20"
    },
    {
        "description": "G(tau- --> h- h- h+ >=1 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$1 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R30"
    },
    {
        "description": "G(tau- --> h- h- h+ >=1 pi0 nu_tau allowbreakhboxbgroup(ex. K0)egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$1  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B78"
    },
    {
        "description": "G(tau- --> h- h- h+ pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B76"
    },
    {
        "description": "G(tau- --> h- h- h+ pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B53"
    },
    {
        "description": "G(tau- --> h- h- h+ pi0 nu_tau (ex. K0 , omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}$ , ${{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B54"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C22"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C23"
    },
    {
        "description": "G(tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0,omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C24"
    },
    {
        "description": "G(tau- --> h- rho pi0 nu_tau)/G(tau- --> h- h- h+ pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035R98"
    },
    {
        "description": "G(tau- --> h- rho+ h- nu_tau)/G(tau- --> h- h- h+ pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}^{+}}{{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035S99"
    },
    {
        "description": "G(tau- --> h- rho- h+ nu_tau)/G(tau- --> h- h- h+ pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B0"
    },
    {
        "description": "G(tau- --> h- h- h+ >= 2pi0 nu_tau (ex. K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C03"
    },
    {
        "description": "G(tau- --> h- h- h+ 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B77"
    },
    {
        "description": "G(tau- --> h- h- h+ 2pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B59"
    },
    {
        "description": "G(tau- --> h- h- h+ 2pi0 nu_tau (ex.K0))/G(tau- --> h- h- h+ hboxbgroup>=0 neutrals >=0K0L nu_tau egroup)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$ $)$",
        "pdgId": "S035B25"
    },
    {
        "description": "G(tau- --> h- h- h+ 2pi0 nu_tau (ex.K0,omega,eta))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}},{{\\mathit \\eta}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B72"
    },
    {
        "description": "G(tau- --> h- h- h+ 3pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B57"
    },
    {
        "description": "G(tau- --> 2pi- pi+ 3pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C85"
    },
    {
        "description": "G(tau- --> 2pi- pi+ 3pi0 nu_tau  (ex.K0 , eta , f_1(1285)) )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\eta}}$ , ${{\\mathit f}_{{{1}}}{(1285)}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C86"
    },
    {
        "description": "G(tau- --> 2pi- pi+ 3pi0 nu_tau  (ex.K0 , eta , omega , f_1(1285)) )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\eta}}$ , ${{\\mathit \\omega}}$ , ${{\\mathit f}_{{{1}}}{(1285)}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C87"
    },
    {
        "description": "G(tau- --> K- h+ h- >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R34"
    },
    {
        "description": "G(tau- --> K- h+ pi- nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C31"
    },
    {
        "description": "G(tau- --> K- h+ pi- nu_tau (ex.K0))/G(tau- --> pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C32"
    },
    {
        "description": "G(tau- --> K- h+ pi- pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C33"
    },
    {
        "description": "G(tau- --> K- h+ pi- pi0 nu_tau (ex.K0))/G(tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C34"
    },
    {
        "description": "G(tau- --> K- pi+ pi- >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R41"
    },
    {
        "description": "G(tau- --> K- pi+ pi- >=0pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}0{{\\mathit \\pi}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C40"
    },
    {
        "description": "G(tau- --> K- pi+ pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C6"
    },
    {
        "description": "G(tau- --> K- pi+ pi- nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C21"
    },
    {
        "description": "G(tau- --> K- pi+ pi- nu_tau (ex.K0))/G(tau- --> pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C76"
    },
    {
        "description": "G(tau- --> K- pi+ pi- nu_tau (ex.K0,omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R04"
    },
    {
        "description": "G(tau- --> K- rho0 nu_tau --> K- pi+ pi- nu_tau)/G(tau- --> K- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C52"
    },
    {
        "description": "G(tau- --> K- pi+ pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C7"
    },
    {
        "description": "G(tau- --> K- pi+ pi- pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C25"
    },
    {
        "description": "G(tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,eta))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\eta}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C54"
    },
    {
        "description": "G(tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C60"
    },
    {
        "description": "G(tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,omega,eta))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}},{{\\mathit \\eta}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R05"
    },
    {
        "description": "G(tau- --> K- pi+ K- >=0 neut.  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B38"
    },
    {
        "description": "G(tau- --> K- K+ pi- >=0 neut.  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B37"
    },
    {
        "description": "G(tau- --> K- K+ pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R40"
    },
    {
        "description": "G(tau- --> K- K+ pi- nu_tau)/G(tau- --> pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C35"
    },
    {
        "description": "G(tau- --> K- K+ pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C8"
    },
    {
        "description": "G(tau- --> K- K+ pi- pi0 nu_tau)/G(tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C36"
    },
    {
        "description": "G(tau- --> K- K+ K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C9"
    },
    {
        "description": "G(tau- --> K- K+ K- nu_tau)/G(tau- --> pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035C77"
    },
    {
        "description": "G(tau- --> K- K+ K- nu_tau (ex. phi))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit \\phi}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C67"
    },
    {
        "description": "G(tau- --> K- K+ K- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C62"
    },
    {
        "description": "G(tau- --> pi- K+ pi- >=0 neut.  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B36"
    },
    {
        "description": "G(tau- --> e- e- e+ nubar_e nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B65"
    },
    {
        "description": "G(tau- --> mu- e- e+ nubar_mu nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B66"
    },
    {
        "description": "G(tau- --> pi- e- e+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P01"
    },
    {
        "description": "G(tau- --> pi- mu- mu+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P00"
    },
    {
        "description": "G(tau- --> hboxbgroup 3h- 2h+ >=0 neutrals  nu_tauegroup allowbreakhboxbgroup (ex. K0S --> pi- pi+)egroupallowbreakhboxbgroup(``5-prong'')egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (ex. ${{\\mathit K}_S^0}$   $\\rightarrow$ ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ )(``5-prong'')$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R33"
    },
    {
        "description": "G(tau- --> 3h- 2h+ nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R38"
    },
    {
        "description": "G(tau- --> 3pi- 2pi+ nu_tau (ex.K0 , omega))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\omega}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C88"
    },
    {
        "description": "G(tau- --> 3pi- 2pi+ nu_tau (ex.K0 , omega , f_1(1285)))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\omega}}$ , ${{\\mathit f}_{{{1}}}{(1285)}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C89"
    },
    {
        "description": "G(tau- --> K- 2pi- 2pi+ nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C94"
    },
    {
        "description": "G(tau- --> K+ 3pi- pi+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C95"
    },
    {
        "description": "G(tau- --> K+ K- 2pi- pi+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C96"
    },
    {
        "description": "G(tau- --> 3h- 2h+ pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R39"
    },
    {
        "description": "G(tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C90"
    },
    {
        "description": "G(tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0 , eta , f_1(1285)))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\eta}}$ , ${{\\mathit f}_{{{1}}}{(1285)}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C91"
    },
    {
        "description": "G(tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0 , eta , omega , f_1(1285)))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ , ${{\\mathit \\eta}}$ , ${{\\mathit \\omega}}$ , ${{\\mathit f}_{{{1}}}{(1285)}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C92"
    },
    {
        "description": "G(tau- --> K- 2pi- 2pi+ pi0 nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C97"
    },
    {
        "description": "G(tau- --> K+ 3pi- pi+ pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C98"
    },
    {
        "description": "G(tau- --> 3h- 2h+ 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B44"
    },
    {
        "description": "G(tau- --> (5pi)^- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   (5 ${{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B45"
    },
    {
        "description": "G(tau- --> hboxbgroup 4h- 3h+ >=0 neutrals  nu_tauegroup allowbreakhboxbgroup (``7-prong'')egroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (``7-prong'')$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R36"
    },
    {
        "description": "G(tau- --> 4h- 3h+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C63"
    },
    {
        "description": "G(tau- --> 4h- 3h+ pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C57"
    },
    {
        "description": "G(tau- --> X- (S=-1) nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit X}^{-}}$ ($\\mathit S=-1$)  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C47"
    },
    {
        "description": "G(tau- --> K*(892)- >=0 neutrals >=0K0L nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R45"
    },
    {
        "description": "G(tau- --> K*(892)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R9"
    },
    {
        "description": "G(tau- --> K*(892)- nu_tau)/G(tau- --> pi- pi0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B49"
    },
    {
        "description": "G(tau- --> K*(892)- nu_tau --> pi- Kbar0 nu_tau)/G(tau- --> pi- Kbar0 nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035C68"
    },
    {
        "description": "G(tau- --> K*(892)0 K- >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B6"
    },
    {
        "description": "G(tau- --> K*(892)0 K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B60"
    },
    {
        "description": "G(tau- --> Kbar*(892)0 pi- >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B7"
    },
    {
        "description": "G(tau- --> Kbar*(892)0 pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B70"
    },
    {
        "description": "G(tau- --> (Kbar*(892) pi)^- nu_tau --> pi- Kbar0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   (${{\\overline{\\mathit K}}^{*}{(892)}}{{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C11"
    },
    {
        "description": "G(tau- --> K_1(1270)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B40"
    },
    {
        "description": "G(tau- --> K_1(1400)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B41"
    },
    {
        "description": "[G(tau- --> K_1(1270)- nu_tau)/G(total)+ G(tau- --> K_1(1400)- nu_tau)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B42"
    },
    {
        "description": "G(tau- --> K_1(1270)- nu_tau)/[G(tau- --> K_1(1270)- nu_tau)+ G(tau- --> K_1(1400)- nu_tau)]",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/[\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})$+ $\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})\\rbrack{}$",
        "pdgId": "S035C41"
    },
    {
        "description": "G(tau- --> K*(1410)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C45"
    },
    {
        "description": "G(tau- --> K_0*(1430)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C46"
    },
    {
        "description": "G(tau- --> K_2*(1430)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R10"
    },
    {
        "description": "G(tau- --> a_0(980)- >=0 neutrals  nu_tau)/G(total)*B(a_0(980) --> K0 K-)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}{\\times }B({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}})$",
        "pdgId": "S035B8"
    },
    {
        "description": "G(tau- --> eta pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R13"
    },
    {
        "description": "G(tau- --> eta pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R32"
    },
    {
        "description": "G(tau- --> eta pi- pi0 pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R78"
    },
    {
        "description": "G(tau- --> eta K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B20"
    },
    {
        "description": "G(tau- --> eta K*(892)- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C26"
    },
    {
        "description": "G(tau- --> eta K- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C27"
    },
    {
        "description": "G(tau- --> eta K- pi0  (non-K*(892)) nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$  (non-${{\\mathit K}^{*}{(892)}}$)  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C72"
    },
    {
        "description": "G(tau- --> eta Kbar0 pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C28"
    },
    {
        "description": "G(tau- --> eta Kbar0 pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C73"
    },
    {
        "description": "G(tau- --> eta K- K0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C74"
    },
    {
        "description": "G(tau- --> eta pi+ pi- pi-  >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$  ${}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R50"
    },
    {
        "description": "G(tau- --> eta pi- pi+ pi- nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B89"
    },
    {
        "description": "G(tau- --> eta pi- pi+ pi- nu_tau (ex.K0,f_1(1285)))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit f}_{{{1}}}{(1285)}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C81"
    },
    {
        "description": "G(tau- --> eta a_1(1260)- nu_tau --> eta pi- rho0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B90"
    },
    {
        "description": "G(tau- --> eta eta pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R79"
    },
    {
        "description": "G(tau- --> eta eta pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R80"
    },
    {
        "description": "G(tau- --> eta eta K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C75"
    },
    {
        "description": "G(tau- --> eta'(958) pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B91"
    },
    {
        "description": "G(tau- --> eta'(958) pi- pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B92"
    },
    {
        "description": "G(tau- --> eta'(958) K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C93"
    },
    {
        "description": "G(tau- --> phi pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B61"
    },
    {
        "description": "G(tau- --> phi K- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B82"
    },
    {
        "description": "G(tau- --> f_1(1285) pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B93"
    },
    {
        "description": "G(tau- --> f_1(1285) pi- nu_tau --> eta pi- pi+ pi- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C69"
    },
    {
        "description": "G(tau- --> f_1(1285) pi- nu_tau --> eta pi- pi+ pi- nu_tau)/G(tau- --> eta pi- pi+ pi- nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035B94"
    },
    {
        "description": "G(tau- --> f_1(1285) pi- nu_tau --> 3pi- 2pi+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C82"
    },
    {
        "description": "G(tau- --> pi(1300)- nu_tau --> (rho pi)^-allowbreak nu_tau --> (3pi)^- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (${{\\mathit \\rho}}{{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (3${{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C42"
    },
    {
        "description": "G(tau- --> pi(1300)- nu_tau --> ((pi pi)_S-wave pi)^-allowbreak nu_tau --> (3pi)^- nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ((${{\\mathit \\pi}}{{\\mathit \\pi}}$ )$_{\\mathit S-{\\mathrm {wave}}}{{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (3${{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C43"
    },
    {
        "description": "G(tau- --> h- omega  >=0 neutrals  nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}$  ${}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R15"
    },
    {
        "description": "G(tau- --> h- omega nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R23"
    },
    {
        "description": "[G(tau- --> pi- omega nu_tau)+ G(tau- --> K- omega nu_tau)]/G(tau- --> h- h- h+ pi0 nu_tau (ex.K0))",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})$+ $\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})\\rbrack{}/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035R14"
    },
    {
        "description": "G(tau- --> pi- omega nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R00"
    },
    {
        "description": "G(tau- --> K- omega nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C61"
    },
    {
        "description": "G(tau- --> h- omega pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B58"
    },
    {
        "description": "G(tau- --> h- omega pi0 nu_tau)/G(tau- --> h- h- h+ hboxbgroup>=0 neutrals >=0K0L nu_tau egroup)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$ $)$",
        "pdgId": "S035B26"
    },
    {
        "description": "G(tau- --> h- omega pi0 nu_tau)/G(tau- --> h- h- h+ 2pi0 nu_tau (ex.K0))",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))$",
        "pdgId": "S035B27"
    },
    {
        "description": "G(tau- --> h- omega 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B96"
    },
    {
        "description": "G(tau- --> pi- omega 2pi0 nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C84"
    },
    {
        "description": "G(tau- --> h- 2omega nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C66"
    },
    {
        "description": "G(tau- --> 2h- h+ omega nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C53"
    },
    {
        "description": "G(tau- --> 2pi- pi+ omega nu_tau (ex.K0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C83"
    },
    {
        "description": "G(tau- --> e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R54"
    },
    {
        "description": "G(tau- --> e- gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P06"
    },
    {
        "description": "G(tau- --> mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R53"
    },
    {
        "description": "G(tau- --> mu- gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P07"
    },
    {
        "description": "G(tau- --> e- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R60"
    },
    {
        "description": "G(tau- --> mu- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R59"
    },
    {
        "description": "G(tau- --> e- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R62"
    },
    {
        "description": "G(tau- --> mu- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R61"
    },
    {
        "description": "G(tau- --> e- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R77"
    },
    {
        "description": "G(tau- --> mu- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B14"
    },
    {
        "description": "G(tau- --> e- rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R64"
    },
    {
        "description": "G(tau- --> mu- rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R63"
    },
    {
        "description": "G(tau- --> e- omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C04"
    },
    {
        "description": "G(tau- --> mu- omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C05"
    },
    {
        "description": "G(tau- --> e- K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R73"
    },
    {
        "description": "G(tau- --> mu- K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R74"
    },
    {
        "description": "G(tau- --> e- Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B47"
    },
    {
        "description": "G(tau- --> mu- Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B48"
    },
    {
        "description": "G(tau- --> e- eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C58"
    },
    {
        "description": "G(tau- --> mu- eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C59"
    },
    {
        "description": "G(tau- --> e- f_0(980) --> e- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C70"
    },
    {
        "description": "G(tau- --> mu- f_0(980) --> mu- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C71"
    },
    {
        "description": "G(tau- --> e- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C16"
    },
    {
        "description": "G(tau- --> mu- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C17"
    },
    {
        "description": "G(tau- --> e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R58"
    },
    {
        "description": "G(tau- --> e- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R56"
    },
    {
        "description": "G(tau- --> e+ mu- mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R75"
    },
    {
        "description": "G(tau- --> mu- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R57"
    },
    {
        "description": "G(tau- --> mu+ e- e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R76"
    },
    {
        "description": "G(tau- --> mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R55"
    },
    {
        "description": "G(tau- --> e- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R65"
    },
    {
        "description": "G(tau- --> e+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R66"
    },
    {
        "description": "G(tau- --> mu- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R67"
    },
    {
        "description": "G(tau- --> mu+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R68"
    },
    {
        "description": "G(tau- --> e- pi+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R69"
    },
    {
        "description": "G(tau- --> e- pi- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R86"
    },
    {
        "description": "G(tau- --> e+ pi- K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R70"
    },
    {
        "description": "G(tau- --> e- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C55"
    },
    {
        "description": "G(tau- --> e- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C12"
    },
    {
        "description": "G(tau- --> e+ K- K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C13"
    },
    {
        "description": "G(tau- --> mu- pi+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R71"
    },
    {
        "description": "G(tau- --> mu- pi- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R87"
    },
    {
        "description": "G(tau- --> mu+ pi- K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035R72"
    },
    {
        "description": "G(tau- --> mu- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C56"
    },
    {
        "description": "G(tau- --> mu- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C14"
    },
    {
        "description": "G(tau- --> mu+ K- K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C15"
    },
    {
        "description": "G(tau- --> e- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B83"
    },
    {
        "description": "G(tau- --> mu- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B84"
    },
    {
        "description": "G(tau- --> e- eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B85"
    },
    {
        "description": "G(tau- --> mu- eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B86"
    },
    {
        "description": "G(tau- --> e- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B87"
    },
    {
        "description": "G(tau- --> mu- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B88"
    },
    {
        "description": "G(tau- --> p e- e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P02"
    },
    {
        "description": "G(tau- --> pbar e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P03"
    },
    {
        "description": "G(tau- --> pbar e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P04"
    },
    {
        "description": "G(tau- --> pbar e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035P05"
    },
    {
        "description": "G(tau- --> p mu- mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035D02"
    },
    {
        "description": "G(tau- --> pbar mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035D03"
    },
    {
        "description": "G(tau- --> pbar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B15"
    },
    {
        "description": "G(tau- --> pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B16"
    },
    {
        "description": "G(tau- --> pbar 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C29"
    },
    {
        "description": "G(tau- --> pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035B17"
    },
    {
        "description": "G(tau- --> pbar pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C30"
    },
    {
        "description": "G(tau- --> Lambda pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C64"
    },
    {
        "description": "G(tau- --> Lambdabar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S035C65"
    },
    {
        "description": "G(tau- --> e- light boson)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}$ light boson$)/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B11"
    },
    {
        "description": "G(tau- --> mu- light boson)/G(tau- --> e- nubar_e nu_tau)",
        "description_tex": "$\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}$ light boson$)/\\Gamma({{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}})$",
        "pdgId": "S035B12"
    },
    {
        "description": "tau-DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\tau}}$-DECAY PARAMETERS",
        "pdgId": "S035225"
    },
    {
        "description": "rho(e or mu) PARAMETER",
        "description_tex": "$\\rho ({{\\mathit e}}$ or ${{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035RHO"
    },
    {
        "description": "rho(e) PARAMETER",
        "description_tex": "$\\rho ({{\\mathit e}}$) PARAMETER",
        "pdgId": "S035RHE"
    },
    {
        "description": "rho(mu) PARAMETER",
        "description_tex": "$\\rho ({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035RHM"
    },
    {
        "description": "xi(e or mu) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit e}}$ or ${{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035XI"
    },
    {
        "description": "xi(e) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit e}}$) PARAMETER",
        "pdgId": "S035XE"
    },
    {
        "description": "xi(mu) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035XM"
    },
    {
        "description": "eta(e or mu) PARAMETER",
        "description_tex": "$\\eta ({{\\mathit e}}$ or ${{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035ETA"
    },
    {
        "description": "eta(mu) PARAMETER",
        "description_tex": "$\\eta ({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035ETM"
    },
    {
        "description": "(deltaxi)(e or mu) PARAMETER",
        "description_tex": "($\\delta \\xi )({{\\mathit e}}$ or ${{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035DXI"
    },
    {
        "description": "(deltaxi)(e) PARAMETER",
        "description_tex": "($\\delta \\xi )({{\\mathit e}}$) PARAMETER",
        "pdgId": "S035DXE"
    },
    {
        "description": "(deltaxi)(mu) PARAMETER",
        "description_tex": "($\\delta \\xi )({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035DXM"
    },
    {
        "description": "xi(pi) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit \\pi}}$) PARAMETER",
        "pdgId": "S035XPI"
    },
    {
        "description": "xi(rho) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit \\rho}}$) PARAMETER",
        "pdgId": "S035XRH"
    },
    {
        "description": "xi(a_1) PARAMETER",
        "description_tex": "$\\xi ({{\\mathit a}_{{{1}}}}$) PARAMETER",
        "pdgId": "S035XA1"
    },
    {
        "description": "xi(all hadronic modes) PARAMETER",
        "description_tex": "$\\xi $(all hadronic modes) PARAMETER",
        "pdgId": "S035XAL"
    },
    {
        "description": "xi'(mu) PARAMETER",
        "description_tex": "${{\\mathit \\xi}^{\\,'}}(\\mu $) PARAMETER",
        "pdgId": "S035A00"
    },
    {
        "description": "etabar(mu) PARAMETER",
        "description_tex": "${{\\overline{\\mathit \\eta}}}({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035BEM"
    },
    {
        "description": "(xikappa)(e or mu) PARAMETER",
        "description_tex": "($\\xi \\kappa )({{\\mathit e}}$ or ${{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035XIK"
    },
    {
        "description": "(xikappa)(e) PARAMETER",
        "description_tex": "($\\xi \\kappa )({{\\mathit e}}$) PARAMETER",
        "pdgId": "S035XKE"
    },
    {
        "description": "(xikappa)(mu) PARAMETER",
        "description_tex": "($\\xi \\kappa )({{\\mathit \\mu}}$) PARAMETER",
        "pdgId": "S035XKM"
    },
    {
        "description": "tau- --> particle->=0 neutrals >=0K0 nu_tau (``1-prong'')",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   particle${}^{-}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}}$   (``1-prong'')",
        "pdgId": "S035.219"
    },
    {
        "description": "tau- --> particle->=0 neutrals >=0K(L)0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   particle${}^{-}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.191"
    },
    {
        "description": "tau- --> mu- nubar_mu nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.1"
    },
    {
        "description": "tau- --> mu- nubar_mu nu_tau gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.76"
    },
    {
        "description": "tau- --> e- nubar_e nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.2"
    },
    {
        "description": "tau- --> e- nubar_e nu_tau gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.274"
    },
    {
        "description": "tau- --> h- >=0K(L)0  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}0{{\\mathit K}_L^0}$    ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.181"
    },
    {
        "description": "tau- --> h- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.217"
    },
    {
        "description": "tau- --> pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.12"
    },
    {
        "description": "tau- --> K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.7"
    },
    {
        "description": "tau- --> h- >=1 neutrals nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$1 neutrals  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.192"
    },
    {
        "description": "tau- --> h- >= 1pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 1 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.299"
    },
    {
        "description": "tau- --> h- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.171"
    },
    {
        "description": "tau- --> pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.16"
    },
    {
        "description": "tau- --> pi- pi0 non-rho(770) nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ non-${{\\mathit \\rho}}$(770)  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.24"
    },
    {
        "description": "tau- --> K- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.182"
    },
    {
        "description": "tau- --> h- >= 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.19"
    },
    {
        "description": "tau- --> h- 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.218"
    },
    {
        "description": "tau- --> h- 2pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.27"
    },
    {
        "description": "tau- --> pi- 2pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.201"
    },
    {
        "description": "tau- --> pi- 2pi0 nu_tau (ex.K0),  scalar",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,   scalar",
        "pdgId": "S035.282"
    },
    {
        "description": "tau- --> pi- 2pi0 nu_tau (ex.K0),  vector",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,   vector",
        "pdgId": "S035.283"
    },
    {
        "description": "tau- --> K- 2pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.115"
    },
    {
        "description": "tau- --> h- >= 3pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.79"
    },
    {
        "description": "tau- --> h- >= 3pi0 nu_tau (ex. K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{}\\geq{}$ 3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}$)",
        "pdgId": "S035.300"
    },
    {
        "description": "tau- --> h- 3pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.26"
    },
    {
        "description": "tau- --> pi- 3pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.203"
    },
    {
        "description": "tau- --> K- 3pi0 nu_tau (ex.K0, eta)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\eta}}$)",
        "pdgId": "S035.116"
    },
    {
        "description": "tau- --> h- 4pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$4 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.220"
    },
    {
        "description": "tau- --> h- 4pi0 nu_tau (ex.K0,eta)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$4 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\eta}}$)",
        "pdgId": "S035.110"
    },
    {
        "description": "tau- --> a_1(1260) nu_tau --> pi- gamma nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.344"
    },
    {
        "description": "tau- --> K- >=0pi0 >=0K0  >=0gamma  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{}\\geq{}0{{\\mathit \\pi}^{0}}{}\\geq{}0{{\\mathit K}^{0}}$   ${}\\geq{}0{{\\mathit \\gamma}}$   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.198"
    },
    {
        "description": "tau- --> K- >=1 (pi0 or K0 or gamma)  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{}\\geq{}$1 (${{\\mathit \\pi}^{0}}$ or ${{\\mathit K}^{0}}$ or ${{\\mathit \\gamma}}$)   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.11"
    },
    {
        "description": "tau- --> K0S (particles)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  (particles)${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.127"
    },
    {
        "description": "tau- --> h- Kbar0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.212"
    },
    {
        "description": "tau- --> pi- Kbar0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.117"
    },
    {
        "description": "tau- --> pi- Kbar0 (non-K^*(892)-) nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}$ (non-${{\\mathit K}^{*}{(892)}^{-}}$)  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.142"
    },
    {
        "description": "tau- --> K- K0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.62"
    },
    {
        "description": "tau- --> K- K0 >=0pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{}\\geq{}0{{\\mathit \\pi}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.273"
    },
    {
        "description": "tau- --> h- Kbar0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.213"
    },
    {
        "description": "tau- --> pi- Kbar0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.118"
    },
    {
        "description": "tau- --> Kbar0 rho- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\rho}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.249"
    },
    {
        "description": "tau- --> K- K0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.119"
    },
    {
        "description": "tau- --> pi- Kbar0 >=1pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{}\\geq{}$1 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.272"
    },
    {
        "description": "tau- --> pi- Kbar0 pi0 pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.238"
    },
    {
        "description": "tau- --> K- K0 pi0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.239"
    },
    {
        "description": "tau- --> pi- K0 Kbar0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.141"
    },
    {
        "description": "tau- --> pi- K0S K0S nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.214"
    },
    {
        "description": "tau- --> pi- K0S K0L nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.240"
    },
    {
        "description": "tau- --> pi- K0L K0L nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_L^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.342"
    },
    {
        "description": "tau- --> pi- K0 Kbar0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.278"
    },
    {
        "description": "tau- --> pi- K0S K0S pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.241"
    },
    {
        "description": "tau- --> K^*()- K0 pi0 nu_tau --> pi- K0S K0S pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.336"
    },
    {
        "description": "tau- --> f_1(1285) pi- nu_tau --> pi- K0S K0S pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.337"
    },
    {
        "description": "tau- --> f_1(1420) pi- nu_tau --> pi- K0S K0S pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.338"
    },
    {
        "description": "tau- --> pi- K0S K0L pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.242"
    },
    {
        "description": "tau- --> pi- K0L K0L pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}_L^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.343"
    },
    {
        "description": "tau- --> K- K0S K0S nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.332"
    },
    {
        "description": "tau- --> K- K0S K0S pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.333"
    },
    {
        "description": "tau- --> K0 h+ h- h- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{{\\mathit h}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.29"
    },
    {
        "description": "tau- --> K0 h+ h- h- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.244"
    },
    {
        "description": "tau- --> h- h- h+ >=0 neutrals >=0K(L)0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.194"
    },
    {
        "description": "tau- --> h- h- h+ >=0 neutrals  nu_tau (ex. K0S --> pi+ pi-)(``3-prong'')",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (ex. ${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)(``3-prong'')",
        "pdgId": "S035.209"
    },
    {
        "description": "tau- --> h- h- h+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.17"
    },
    {
        "description": "tau- --> h- h- h+ nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.208"
    },
    {
        "description": "tau- --> h- h- h+ nu_tau (ex.K0,omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}$)",
        "pdgId": "S035.215"
    },
    {
        "description": "tau- --> pi- pi+ pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.257"
    },
    {
        "description": "tau- --> pi- pi+ pi- nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.258"
    },
    {
        "description": "tau- --> pi- pi+ pi- nu_tau (ex.K0),  non-axial vector",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$) ,   non-axial vector",
        "pdgId": "S035.284"
    },
    {
        "description": "tau- --> pi- pi+ pi- nu_tau (ex.K0,omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}$)",
        "pdgId": "S035.259"
    },
    {
        "description": "tau- --> h- h- h+ >=1 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$1 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.18"
    },
    {
        "description": "tau- --> h- h- h+ >=1 pi0 nu_tau (ex. K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$1  ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}$)",
        "pdgId": "S035.222"
    },
    {
        "description": "tau- --> h- h- h+ pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.25"
    },
    {
        "description": "tau- --> h- h- h+ pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.143"
    },
    {
        "description": "tau- --> h- h- h+ pi0 nu_tau (ex. K0, omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}$ ,  ${{\\mathit \\omega}}$)",
        "pdgId": "S035.202"
    },
    {
        "description": "tau- --> pi- pi+ pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.261"
    },
    {
        "description": "tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.262"
    },
    {
        "description": "tau- --> pi- pi+ pi- pi0 nu_tau (ex.K0,omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}$)",
        "pdgId": "S035.263"
    },
    {
        "description": "tau- --> h- rho pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.91"
    },
    {
        "description": "tau- --> h- rho+ h- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}^{+}}{{\\mathit h}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.92"
    },
    {
        "description": "tau- --> h- rho- h+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\rho}^{-}}{{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.93"
    },
    {
        "description": "tau- --> h- h- h+ >= 2pi0 nu_tau (ex. K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}{}\\geq{}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit K}^{0}}$)",
        "pdgId": "S035.301"
    },
    {
        "description": "tau- --> h- h- h+ 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.221"
    },
    {
        "description": "tau- --> h- h- h+ 2pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.112"
    },
    {
        "description": "tau- --> h- h- h+ 2pi0 nu_tau (ex.K0,omega,eta)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}},{{\\mathit \\eta}}$)",
        "pdgId": "S035.216"
    },
    {
        "description": "tau- --> h- h- h+ 3pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit h}^{-}}{{\\mathit h}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.204"
    },
    {
        "description": "tau- --> 2pi- pi+ 3pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.318"
    },
    {
        "description": "tau- --> 2pi- pi+ 3pi0 nu_tau  (ex.K0, eta, f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\eta}}$ ,  ${{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.319"
    },
    {
        "description": "tau- --> 2pi- pi+ 3pi0 nu_tau  (ex.K0, eta, omega, f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\eta}}$ ,  ${{\\mathit \\omega}}$ ,  ${{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.320"
    },
    {
        "description": "tau- --> K- h+ h- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.28"
    },
    {
        "description": "tau- --> K- h+ pi- nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.270"
    },
    {
        "description": "tau- --> K- h+ pi- pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit h}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.271"
    },
    {
        "description": "tau- --> K- pi+ pi- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.6"
    },
    {
        "description": "tau- --> K- pi+ pi- >=0pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}0{{\\mathit \\pi}^{0}}$  ${{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.275"
    },
    {
        "description": "tau- --> K- pi+ pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.245"
    },
    {
        "description": "tau- --> K- pi+ pi- nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.260"
    },
    {
        "description": "tau- --> K- pi+ pi- nu_tau (ex.K0,omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}$)",
        "pdgId": "S035.340"
    },
    {
        "description": "tau- --> K- rho0 nu_tau --> K- pi+ pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.286"
    },
    {
        "description": "tau- --> K- pi+ pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.246"
    },
    {
        "description": "tau- --> K- pi+ pi- pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.264"
    },
    {
        "description": "tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,eta)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\eta}}$)",
        "pdgId": "S035.285"
    },
    {
        "description": "tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}}$)",
        "pdgId": "S035.294"
    },
    {
        "description": "tau- --> K- pi+ pi- pi0 nu_tau (ex.K0,omega,eta)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit \\omega}},{{\\mathit \\eta}}$)",
        "pdgId": "S035.341"
    },
    {
        "description": "tau- --> K- pi+ K- >=0 neut.  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.123"
    },
    {
        "description": "tau- --> K- K+ pi- >=0 neut.  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.122"
    },
    {
        "description": "tau- --> K- K+ pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.5"
    },
    {
        "description": "tau- --> K- K+ pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.247"
    },
    {
        "description": "tau- --> K- K+ K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.248"
    },
    {
        "description": "tau- --> K- K+ K- nu_tau (ex. phi)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex. ${{\\mathit \\phi}}$)",
        "pdgId": "S035.303"
    },
    {
        "description": "tau- --> K- K+ K- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.296"
    },
    {
        "description": "tau- --> pi- K+ pi- >=0 neut.  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neut.   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.121"
    },
    {
        "description": "tau- --> e- e- e+ nubar_e nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.210"
    },
    {
        "description": "tau- --> mu- e- e+ nubar_mu nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.211"
    },
    {
        "description": "tau- --> pi- e- e+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.350"
    },
    {
        "description": "tau- --> pi- mu- mu+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.349"
    },
    {
        "description": "tau- --> 3h- 2h+ >=0 neutrals  nu_tau (ex. K0S --> pi- pi+)(``5-prong'')",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (ex. ${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)(``5-prong'')",
        "pdgId": "S035.20"
    },
    {
        "description": "tau- --> 3h- 2h+ nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.3"
    },
    {
        "description": "tau- --> 3pi- 2pi+ nu_tau (ex.K0, omega)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\omega}}$)",
        "pdgId": "S035.321"
    },
    {
        "description": "tau- --> 3pi- 2pi+ nu_tau (ex.K0, omega, f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\omega}}$ ,  ${{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.322"
    },
    {
        "description": "tau- --> K- 2pi- 2pi+ nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.327"
    },
    {
        "description": "tau- --> K+ 3pi- pi+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.328"
    },
    {
        "description": "tau- --> K+ K- 2pi- pi+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.329"
    },
    {
        "description": "tau- --> 3h- 2h+ pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.4"
    },
    {
        "description": "tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.323"
    },
    {
        "description": "tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0, eta, f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\eta}}$ ,  ${{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.324"
    },
    {
        "description": "tau- --> 3pi- 2pi+ pi0 nu_tau (ex.K0, eta, omega, f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$ ,  ${{\\mathit \\eta}}$ ,  ${{\\mathit \\omega}}$ ,  ${{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.325"
    },
    {
        "description": "tau- --> K- 2pi- 2pi+ pi0 nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.330"
    },
    {
        "description": "tau- --> K+ 3pi- pi+ pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.331"
    },
    {
        "description": "tau- --> 3h- 2h+ 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  3 ${{\\mathit h}^{-}}$2 ${{\\mathit h}^{+}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.128"
    },
    {
        "description": "tau- --> (5pi)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   (5 ${{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.129"
    },
    {
        "description": "tau- --> 4h- 3h+ >=0 neutrals  nu_tau (``7-prong'')",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$  (``7-prong'')",
        "pdgId": "S035.61"
    },
    {
        "description": "tau- --> 4h- 3h+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.290"
    },
    {
        "description": "tau- --> 4h- 3h+ pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  4 ${{\\mathit h}^{-}}$3 ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.291"
    },
    {
        "description": "tau- --> X- (S=-1) nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit X}^{-}}$ ($\\mathit S=-1$)  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.281"
    },
    {
        "description": "tau- --> K^*(892)- >=0 neutrals >=0K(L)0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{}\\geq{}$0 neutrals ${}\\geq{}0{{\\mathit K}_L^0}$   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.23"
    },
    {
        "description": "tau- --> K^*(892)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.21"
    },
    {
        "description": "tau- --> K^*(892)- nu_tau --> pi- Kbar0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.304"
    },
    {
        "description": "tau- --> K^*(892)0 K- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.97"
    },
    {
        "description": "tau- --> K^*(892)0 K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.206"
    },
    {
        "description": "tau- --> Kbar^*(892)0 pi- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.98"
    },
    {
        "description": "tau- --> Kbar^*(892)0 pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.205"
    },
    {
        "description": "tau- --> (Kbar^*(892) pi)- nu_tau --> pi- Kbar0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   (${{\\overline{\\mathit K}}^{*}{(892)}}{{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.250"
    },
    {
        "description": "tau- --> K_1(1270)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.125"
    },
    {
        "description": "tau- --> K_1(1400)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.126"
    },
    {
        "description": "tau- --> K^*(1410)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.279"
    },
    {
        "description": "tau- --> K_0^*(1430)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.280"
    },
    {
        "description": "tau- --> K_2^*(1430)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.22"
    },
    {
        "description": "tau- --> a_0(980)- >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.99"
    },
    {
        "description": "tau- --> eta pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.14"
    },
    {
        "description": "tau- --> eta pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.58"
    },
    {
        "description": "tau- --> eta pi- pi0 pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.68"
    },
    {
        "description": "tau- --> eta K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.109"
    },
    {
        "description": "tau- --> eta K^*(892)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.265"
    },
    {
        "description": "tau- --> eta K- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.266"
    },
    {
        "description": "tau- --> eta K- pi0  (non-K^*(892)) nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$  (non-${{\\mathit K}^{*}{(892)}}$)  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.309"
    },
    {
        "description": "tau- --> eta Kbar0 pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.267"
    },
    {
        "description": "tau- --> eta Kbar0 pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.310"
    },
    {
        "description": "tau- --> eta K- K0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit K}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.311"
    },
    {
        "description": "tau- --> eta pi+ pi- pi-  >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$  ${}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.66"
    },
    {
        "description": "tau- --> eta pi- pi+ pi- nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.230"
    },
    {
        "description": "tau- --> eta pi- pi+ pi- nu_tau (ex.K0,f_1(1285))",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}},{{\\mathit f}_{{{1}}}{(1285)}}$)",
        "pdgId": "S035.314"
    },
    {
        "description": "tau- --> eta a_1(1260)- nu_tau --> eta pi- rho0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.231"
    },
    {
        "description": "tau- --> eta eta pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.69"
    },
    {
        "description": "tau- --> eta eta pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.70"
    },
    {
        "description": "tau- --> eta eta K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.312"
    },
    {
        "description": "tau- --> eta^'(958) pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.232"
    },
    {
        "description": "tau- --> eta^'(958) pi- pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.233"
    },
    {
        "description": "tau- --> eta^'(958) K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.326"
    },
    {
        "description": "tau- --> phi pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.207"
    },
    {
        "description": "tau- --> phi K- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.223"
    },
    {
        "description": "tau- --> f_1(1285) pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.234"
    },
    {
        "description": "tau- --> f_1(1285) pi- nu_tau --> eta pi- pi+ pi- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.235"
    },
    {
        "description": "tau- --> f_1(1285) pi- nu_tau --> 3pi- 2pi+ nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$  3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.315"
    },
    {
        "description": "tau- --> pi(1300)- nu_tau --> (rho pi)- nu_tau --> (3pi)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (${{\\mathit \\rho}}{{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (3${{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.276"
    },
    {
        "description": "tau- --> pi(1300)- nu_tau --> ((pi pi)(S-wave) pi)- nu_tau --> (3pi)- nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   ((${{\\mathit \\pi}}{{\\mathit \\pi}})_{\\mathit S-{\\mathrm {wave}}}{{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$  $\\rightarrow$   (3${{\\mathit \\pi}}){}^{-}$  ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.277"
    },
    {
        "description": "tau- --> h- omega  >=0 neutrals  nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}$  ${}\\geq{}$0 neutrals   ${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.71"
    },
    {
        "description": "tau- --> h- omega nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.8"
    },
    {
        "description": "tau- --> pi- omega nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.339"
    },
    {
        "description": "tau- --> K- omega nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.295"
    },
    {
        "description": "tau- --> h- omega pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.113"
    },
    {
        "description": "tau- --> h- omega 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}{{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.237"
    },
    {
        "description": "tau- --> pi- omega 2pi0 nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.317"
    },
    {
        "description": "tau- --> h- 2omega nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit h}^{-}}$2 ${{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.302"
    },
    {
        "description": "tau- --> 2h- h+ omega nu_tau",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit h}^{-}}{{\\mathit h}^{+}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S035.287"
    },
    {
        "description": "tau- --> 2pi- pi+ omega nu_tau (ex.K0)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\omega}}{{\\mathit \\nu}_{{{\\tau}}}}$ (ex.${{\\mathit K}^{0}}$)",
        "pdgId": "S035.316"
    },
    {
        "description": "tau- --> e- gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.32"
    },
    {
        "description": "tau- --> e- gamma gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.355"
    },
    {
        "description": "tau- --> mu- gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.31"
    },
    {
        "description": "tau- --> mu- gamma gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.356"
    },
    {
        "description": "tau- --> e- pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.40"
    },
    {
        "description": "tau- --> mu- pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.39"
    },
    {
        "description": "tau- --> e- K0S",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "S035.42"
    },
    {
        "description": "tau- --> mu- K0S",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "S035.41"
    },
    {
        "description": "tau- --> e- eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S035.67"
    },
    {
        "description": "tau- --> mu- eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S035.114"
    },
    {
        "description": "tau- --> e- rho0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S035.44"
    },
    {
        "description": "tau- --> mu- rho0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S035.43"
    },
    {
        "description": "tau- --> e- omega",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\omega}}$",
        "pdgId": "S035.305"
    },
    {
        "description": "tau- --> mu- omega",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\omega}}$",
        "pdgId": "S035.306"
    },
    {
        "description": "tau- --> e- K^*(892)0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S035.53"
    },
    {
        "description": "tau- --> mu- K^*(892)0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S035.54"
    },
    {
        "description": "tau- --> e- Kbar^*(892)0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S035.131"
    },
    {
        "description": "tau- --> mu- Kbar^*(892)0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S035.132"
    },
    {
        "description": "tau- --> e- eta^'(958)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S035.292"
    },
    {
        "description": "tau- --> mu- eta^'(958)",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S035.293"
    },
    {
        "description": "tau- --> e- f_0(980) --> e- pi+ pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.307"
    },
    {
        "description": "tau- --> mu- f_0(980) --> mu- pi+ pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.308"
    },
    {
        "description": "tau- --> e- phi",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "S035.255"
    },
    {
        "description": "tau- --> mu- phi",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "S035.256"
    },
    {
        "description": "tau- --> e- e+ e-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S035.38"
    },
    {
        "description": "tau- --> e- mu+ mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.36"
    },
    {
        "description": "tau- --> e+ mu- mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.55"
    },
    {
        "description": "tau- --> mu- e+ e-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S035.37"
    },
    {
        "description": "tau- --> mu+ e- e-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{-}}$",
        "pdgId": "S035.56"
    },
    {
        "description": "tau- --> mu- mu+ mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.35"
    },
    {
        "description": "tau- --> e- pi+ pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.45"
    },
    {
        "description": "tau- --> e+ pi- pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.46"
    },
    {
        "description": "tau- --> mu- pi+ pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.47"
    },
    {
        "description": "tau- --> mu+ pi- pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.48"
    },
    {
        "description": "tau- --> e- pi+ K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.49"
    },
    {
        "description": "tau- --> e- pi- K+",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S035.77"
    },
    {
        "description": "tau- --> e+ pi- K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.50"
    },
    {
        "description": "tau- --> e- K0S K0S",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S035.288"
    },
    {
        "description": "tau- --> e- K+ K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.251"
    },
    {
        "description": "tau- --> e+ K- K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.252"
    },
    {
        "description": "tau- --> mu- pi+ K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.51"
    },
    {
        "description": "tau- --> mu- pi- K+",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S035.78"
    },
    {
        "description": "tau- --> mu+ pi- K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.52"
    },
    {
        "description": "tau- --> mu- K0S K0S",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S035.289"
    },
    {
        "description": "tau- --> mu- K+ K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.253"
    },
    {
        "description": "tau- --> mu+ K- K-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}$",
        "pdgId": "S035.254"
    },
    {
        "description": "tau- --> e- pi0 pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.224"
    },
    {
        "description": "tau- --> mu- pi0 pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.225"
    },
    {
        "description": "tau- --> e- eta eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "S035.226"
    },
    {
        "description": "tau- --> mu- eta eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "S035.227"
    },
    {
        "description": "tau- --> e- pi0 eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S035.228"
    },
    {
        "description": "tau- --> mu- pi0 eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S035.229"
    },
    {
        "description": "tau- --> p e- e-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\mathit e}^{-}}$",
        "pdgId": "S035.351"
    },
    {
        "description": "tau- --> pbar e+ e-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S035.352"
    },
    {
        "description": "tau- --> pbar e+ mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.353"
    },
    {
        "description": "tau- --> pbar e- mu+",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S035.354"
    },
    {
        "description": "tau- --> p mu- mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.334"
    },
    {
        "description": "tau- --> pbar mu+ mu-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S035.335"
    },
    {
        "description": "tau- --> pbar gamma",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\gamma}}$",
        "pdgId": "S035.104"
    },
    {
        "description": "tau- --> pbar pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.105"
    },
    {
        "description": "tau- --> pbar 2pi0",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S035.268"
    },
    {
        "description": "tau- --> pbar eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "S035.106"
    },
    {
        "description": "tau- --> pbar pi0 eta",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S035.269"
    },
    {
        "description": "tau- --> Lambda pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.297"
    },
    {
        "description": "tau- --> Lambdabar pi-",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S035.298"
    },
    {
        "description": "tau- --> e- light boson",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit e}^{-}}$ light boson",
        "pdgId": "S035.102"
    },
    {
        "description": "tau- --> mu- light boson",
        "description_tex": "${{\\mathit \\tau}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}$ light boson",
        "pdgId": "S035.103"
    },
    {
        "description": "Heavy Charged Lepton Searches",
        "description_tex": "Heavy Charged Lepton Searches",
        "pdgId": "S025"
    },
    {
        "description": "Charged Heavy Lepton MASS LIMITS",
        "description_tex": "Charged Heavy Lepton MASS LIMITS",
        "pdgId": "S025205"
    },
    {
        "description": "Sequential Charged Heavy Lepton (L+-) MASS LIMITS",
        "description_tex": "Sequential Charged Heavy Lepton (${{\\mathit L}^{\\pm}}$) MASS LIMITS",
        "pdgId": "S025MS"
    },
    {
        "description": "Stable Charged Heavy Lepton (L+-) MASS LIMITS",
        "description_tex": "Stable Charged Heavy Lepton (${{\\mathit L}^{\\pm}}$) MASS LIMITS",
        "pdgId": "S025MSS"
    },
    {
        "description": "Charged Long-Lived Heavy Lepton MASS LIMITS",
        "description_tex": "Charged Long-Lived Heavy Lepton MASS LIMITS",
        "pdgId": "S025MLL"
    },
    {
        "description": "Doubly-Charged Heavy Lepton MASS LIMITS",
        "description_tex": "Doubly-Charged Heavy Lepton MASS LIMITS",
        "pdgId": "S025MDC"
    },
    {
        "description": "Doubly-Charged Lepton Production Cross Section (mu N Scattering)",
        "description_tex": "Doubly-Charged Lepton Production Cross Section (${{\\mathit \\mu}}{{\\mathit N}}$ Scattering)",
        "pdgId": "S025DB"
    },
    {
        "description": "nu_e",
        "description_tex": "${{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S001"
    },
    {
        "description": "nu_mu",
        "description_tex": "${{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S002"
    },
    {
        "description": "nu_tau",
        "description_tex": "${{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S036"
    },
    {
        "description": "Neutrino Properties",
        "description_tex": "Neutrino Properties",
        "pdgId": "S066"
    },
    {
        "description": "nubar MASS (electron based)",
        "description_tex": "${{\\overline{\\mathit \\nu}}}$ MASS (electron based)",
        "pdgId": "S066MAE"
    },
    {
        "description": "nubar MASS SQUARED (electron based)",
        "description_tex": "${{\\overline{\\mathit \\nu}}}$ MASS SQUARED (electron based)",
        "pdgId": "S066M2E"
    },
    {
        "description": "nu MASS (electron based)",
        "description_tex": "${{\\mathit \\nu}}$ MASS (electron based)",
        "pdgId": "S066MNE"
    },
    {
        "description": "nu MASS (muon based)",
        "description_tex": "${{\\mathit \\nu}}$ MASS (muon based)",
        "pdgId": "S066MNM"
    },
    {
        "description": "nu MASS (tau based)",
        "description_tex": "${{\\mathit \\nu}}$ MASS (tau based)",
        "pdgId": "S066MNT"
    },
    {
        "description": "SUM OF THE NEUTRINO MASSES, mass(tot)",
        "description_tex": "SUM OF THE NEUTRINO MASSES, ${\\mathit m}_{\\mathrm {tot}}$",
        "pdgId": "S066MNS"
    },
    {
        "description": "Limits on MASSES of Light Stable Right-Handed nu (with necessarily suppressed interaction strengths)",
        "description_tex": "Limits on MASSES of Light Stable Right-Handed ${{\\mathit \\nu}}$ (with necessarily suppressed interaction strengths)",
        "pdgId": "S066MSW"
    },
    {
        "description": "Limits on MASSES of Heavy Stable Right-Handed nu (with necessarily suppressed interaction strengths)",
        "description_tex": "Limits on MASSES of Heavy Stable Right-Handed ${{\\mathit \\nu}}$ (with necessarily suppressed interaction strengths)",
        "pdgId": "S066MSH"
    },
    {
        "description": "nu CHARGE",
        "description_tex": "${{\\mathit \\nu}}$ CHARGE",
        "pdgId": "S066CHR"
    },
    {
        "description": "nu (MEAN LIFE) / MASS",
        "description_tex": "${{\\mathit \\nu}}$ (MEAN LIFE) / MASS",
        "pdgId": "S066TMR"
    },
    {
        "description": "nu MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\nu}}$ MAGNETIC MOMENT",
        "pdgId": "S066MGM"
    },
    {
        "description": "NEUTRINO CHARGE RADIUS SQUARED",
        "description_tex": "NEUTRINO CHARGE RADIUS SQUARED",
        "pdgId": "S066CRD"
    },
    {
        "description": "Number of  Neutrino Types",
        "description_tex": "Number of  Neutrino Types",
        "pdgId": "S007"
    },
    {
        "description": "Number from e+ e- Colliders",
        "description_tex": "Number from ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ Colliders",
        "pdgId": "S007210"
    },
    {
        "description": "Number of Light nu Types",
        "description_tex": "Number of Light ${{\\mathit \\nu}}$ Types",
        "pdgId": "S007NE"
    },
    {
        "description": "Number of Light nu Types from Direct Measurement of Invisible Z Width",
        "description_tex": "Number of Light ${{\\mathit \\nu}}$ Types from Direct Measurement of Invisible ${{\\mathit Z}}$ Width",
        "pdgId": "S007NI"
    },
    {
        "description": "Limits from Astrophysics and Cosmology",
        "description_tex": "Limits from Astrophysics and Cosmology",
        "pdgId": "S007215"
    },
    {
        "description": "Effective Number of Light nu Types",
        "description_tex": "Effective Number of Light ${{\\mathit \\nu}}$ Types",
        "pdgId": "S007N"
    },
    {
        "description": "Number Coupling with Less Than Full Weak Strength",
        "description_tex": "Number Coupling with Less Than Full Weak Strength",
        "pdgId": "S007NSW"
    },
    {
        "description": "Double-beta Decay",
        "description_tex": "Double-$\\beta $ Decay",
        "pdgId": "S076"
    },
    {
        "description": "Half-life 0nu double-beta decay",
        "description_tex": "Half-life 0${{\\mathit \\nu}}$ double-$\\beta $ decay",
        "pdgId": "S076H0N"
    },
    {
        "description": "Half-life measurements of the two-neutrino double-beta decay",
        "description_tex": "Half-life measurements of the two-neutrino double-$\\beta $ decay",
        "pdgId": "S076H2N"
    },
    {
        "description": "<mass(ee)>, The Effective Weighted Sum of Majorana Neutrino Masses Contributing to Neutrinoless Double-beta Decay",
        "description_tex": "$\\langle{}{\\mathit m}_{\\mathrm {ee}}\\rangle{}$, The Effective Weighted Sum of Majorana Neutrino Masses Contributing to Neutrinoless Double-$\\beta $ Decay",
        "pdgId": "S076MW"
    },
    {
        "description": "Limits on Lepton-Number Violating (V+A) Current Admixture",
        "description_tex": "Limits on Lepton-Number Violating ($\\mathit V+\\mathit A$) Current Admixture",
        "pdgId": "S076ETA"
    },
    {
        "description": "Neutrino Mixing",
        "description_tex": "Neutrino Mixing",
        "pdgId": "S067"
    },
    {
        "description": "(A) Neutrino fluxes and event ratios",
        "description_tex": "(A) Neutrino fluxes and event ratios",
        "pdgId": "S067250"
    },
    {
        "description": "Events (observed/expected) from accelerator nu_mu experiments.",
        "description_tex": "Events (observed/expected) from accelerator ${{\\mathit \\nu}_{{{\\mu}}}}$ experiments.",
        "pdgId": "S067AER"
    },
    {
        "description": "Events (observed/expected) from reactor nubar_e experiments.",
        "description_tex": "Events (observed/expected) from reactor ${{\\overline{\\mathit \\nu}}_{{{e}}}}$ experiments.",
        "pdgId": "S067RER"
    },
    {
        "description": "R(mu/e) = (Measured Ratio mu/e) / (Expected Ratio mu/e)",
        "description_tex": "R(${{\\mathit \\mu}}/{{\\mathit e}}$) = (Measured Ratio ${{\\mathit \\mu}}/{{\\mathit e}}$) / (Expected Ratio ${{\\mathit \\mu}}/{{\\mathit e}}$)",
        "pdgId": "S067DU0"
    },
    {
        "description": "R(nu_mu) = (Measured Flux of nu_mu) / (Expected Flux of nu_mu)",
        "description_tex": "R(${{\\mathit \\nu}_{{{\\mu}}}}$) = (Measured Flux of ${{\\mathit \\nu}_{{{\\mu}}}}$) / (Expected Flux of ${{\\mathit \\nu}_{{{\\mu}}}}$)",
        "pdgId": "S067DU1"
    },
    {
        "description": "R(mu/total) = (Measured Ratio mu/total) / (Expected Ratio mu/total)",
        "description_tex": "R(${{\\mathit \\mu}}$/total) = (Measured Ratio ${{\\mathit \\mu}}$/total) / (Expected Ratio ${{\\mathit \\mu}}$/total)",
        "pdgId": "S067DU9"
    },
    {
        "description": "N(up)(mu)/N(down)(mu)",
        "description_tex": "$\\mathit N_{{\\mathrm {up}}}({{\\mathit \\mu}})/\\mathit N_{{\\mathrm {down}}}({{\\mathit \\mu}}$)",
        "pdgId": "S067UDM"
    },
    {
        "description": "N(up)(e)/N(down)(e)",
        "description_tex": "$\\mathit N_{{\\mathrm {up}}}({{\\mathit e}})/\\mathit N_{{\\mathrm {down}}}({{\\mathit e}}$)",
        "pdgId": "S067UDE"
    },
    {
        "description": "R(up/down; mu) = (Measured up/down; mu) / (Expected up/down; mu)",
        "description_tex": "R(up/down; ${{\\mathit \\mu}}$) = (Measured up/down; ${{\\mathit \\mu}}$) / (Expected up/down; ${{\\mathit \\mu}}$)",
        "pdgId": "S067MER"
    },
    {
        "description": "N(mu+)/N(mu-)",
        "description_tex": "N(${{\\mathit \\mu}^{+}})/N({{\\mathit \\mu}^{-}}$)",
        "pdgId": "S067MPM"
    },
    {
        "description": "R(mu+/mu-) = (Measured N(mu+)/N(mu-)) / (Expected N(mu+)/N(mu-))",
        "description_tex": "R(${{\\mathit \\mu}^{+}}/{{\\mathit \\mu}^{-}}$) = (Measured N(${{\\mathit \\mu}^{+}})/N({{\\mathit \\mu}^{-}}$)) / (Expected N(${{\\mathit \\mu}^{+}})/N({{\\mathit \\mu}^{-}}$)) ",
        "pdgId": "S067RPM"
    },
    {
        "description": "nu_e Capture Rates from Radiochemical Experiments",
        "description_tex": "${{\\mathit \\nu}_{{{e}}}}$ Capture Rates from Radiochemical Experiments",
        "pdgId": "S067SNU"
    },
    {
        "description": "phi(ES) (B8)",
        "description_tex": "$\\phi _{\\mathit ES}$ (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067SES"
    },
    {
        "description": "phi(CC) (B8)",
        "description_tex": "$\\phi _{\\mathit CC}$ (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067SCC"
    },
    {
        "description": "phi(NC) (B8)",
        "description_tex": "$\\phi _{\\mathit NC}$ (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067SNC"
    },
    {
        "description": "phi(nu_mu+nu_tau) (B8)",
        "description_tex": "$\\phi _{{{\\mathit \\nu}_{{{\\mu}}}}+{{\\mathit \\nu}_{{{\\tau}}}}}$ (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067SB8"
    },
    {
        "description": "Total Flux of Active p p Solar Neutrinos",
        "description_tex": "Total Flux of Active ${{\\mathit p}}{{\\mathit p}}$ Solar Neutrinos",
        "pdgId": "S067PPT"
    },
    {
        "description": "Total Flux of Active Be7 Solar Neutrinos",
        "description_tex": "Total Flux of Active ${}^{7}\\mathrm {Be}$ Solar Neutrinos",
        "pdgId": "S067B7T"
    },
    {
        "description": "Total Flux of Active p e p Solar Neutrinos",
        "description_tex": "Total Flux of Active ${{\\mathit p}}{{\\mathit e}}{{\\mathit p}}$ Solar Neutrinos",
        "pdgId": "S067PET"
    },
    {
        "description": "Total Flux of Active B8 Solar Neutrinos",
        "description_tex": "Total Flux of Active ${}^{8}\\mathrm {B}$ Solar Neutrinos",
        "pdgId": "S067SBT"
    },
    {
        "description": "Total Flux of Active CNO Solar Neutrinos",
        "description_tex": "Total Flux of Active CNO Solar Neutrinos",
        "pdgId": "S067CNT"
    },
    {
        "description": "Total Flux of Active hep Solar Neutrinos",
        "description_tex": "Total Flux of Active hep Solar Neutrinos",
        "pdgId": "S067HPT"
    },
    {
        "description": "Day-Night Asymmetry (B8)",
        "description_tex": "Day-Night Asymmetry (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067SDN"
    },
    {
        "description": "phi(ES) (Be7)",
        "description_tex": "$\\phi _{\\mathit ES}$ (${}^{7}\\mathrm {Be}$)",
        "pdgId": "S067PBE"
    },
    {
        "description": "phi(ES) (p e p)",
        "description_tex": "$\\phi _{\\mathit ES}$ (${{\\mathit p}}{{\\mathit e}}{{\\mathit p}}$)",
        "pdgId": "S067PEP"
    },
    {
        "description": "phi(ES) (CNO)",
        "description_tex": "$\\phi _{\\mathit ES}$ (CNO)",
        "pdgId": "S067CNO"
    },
    {
        "description": "phi(ES)(pp)",
        "description_tex": "$\\phi _{ES}({{\\mathit p}{\\mathit p}}$)",
        "pdgId": "S067PPC"
    },
    {
        "description": "phi(CC)(pp)",
        "description_tex": "$\\phi _{CC}({{\\mathit p}{\\mathit p}}$)",
        "pdgId": "S067PPF"
    },
    {
        "description": "phi(ES) (hep)",
        "description_tex": "$\\phi _{\\mathit ES}$ (hep)",
        "pdgId": "S067HEP"
    },
    {
        "description": "phi(nubar_e) (B8)",
        "description_tex": "$\\phi _{{{\\overline{\\mathit \\nu}}_{{{e}}}}}$ (${}^{8}\\mathrm {B}$)",
        "pdgId": "S067EB8"
    },
    {
        "description": "(B) Three-neutrino mixing parameters",
        "description_tex": "(B) Three-neutrino mixing parameters",
        "pdgId": "S067260"
    },
    {
        "description": "sin**2(theta(12))",
        "description_tex": "sin$^2(\\theta _{12})$",
        "pdgId": "S067P12"
    },
    {
        "description": "Deltam(21)**2",
        "description_tex": "$\\Delta $m${}^{2}_{21}$",
        "pdgId": "S067DM3"
    },
    {
        "description": "sin**2(theta(23))",
        "description_tex": "sin$^2(\\theta _{23})$",
        "pdgId": "S067P23"
    },
    {
        "description": "Deltam(32)**2",
        "description_tex": "$\\Delta $m${}^{2}_{32}$",
        "pdgId": "S067DM1"
    },
    {
        "description": "sin**2(theta(13))",
        "description_tex": "sin$^2(\\theta _{13})$",
        "pdgId": "S067P13"
    },
    {
        "description": "delta, CP violating phase",
        "description_tex": "$\\delta $, $\\mathit CP$ violating phase",
        "pdgId": "S067DEL"
    },
    {
        "description": "(C) Other neutrino mixing results",
        "description_tex": "(C) Other neutrino mixing results",
        "pdgId": "S067270"
    },
    {
        "description": "Delta(m)**2 for sin**2(2*theta) = 1  (nu_mu --> nu_e)",
        "description_tex": "$\\Delta \\mathit m{}^{2}$ for sin$^2(2{}\\theta )$ = 1  (${{\\mathit \\nu}_{{{\\mu}}}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}$)",
        "pdgId": "S067D1"
    },
    {
        "description": "sin**2(2*theta) for ``Large'' Delta(m)**2  (nu_mu --> nu_e)",
        "description_tex": "sin$^2(2{}\\theta )$ for ``Large'' $\\Delta \\mathit m{}^{2}$  (${{\\mathit \\nu}_{{{\\mu}}}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}$)",
        "pdgId": "S067S1"
    },
    {
        "description": "Delta(m)**2 for sin**2(2*theta) = 1  (nubar_mu --> nubar_e)",
        "description_tex": "$\\Delta \\mathit m{}^{2}$ for sin$^2(2{}\\theta )$ = 1  (${{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$   $\\rightarrow$   ${{\\overline{\\mathit \\nu}}_{{{e}}}}$)",
        "pdgId": "S067D2"
    },
    {
        "description": "sin**2(2*theta) for ``Large'' Delta(m)**2 (nubar_mu --> nubar_e)",
        "description_tex": "sin$^2(2{}\\theta )$ for ``Large'' $\\Delta \\mathit m{}^{2}$ (${{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$   $\\rightarrow$   ${{\\overline{\\mathit \\nu}}_{{{e}}}}$)",
        "pdgId": "S067S2"
    },
    {
        "description": "Delta(m)**2 for sin**2(2*theta) = 1  (nu_mu --> nu_s)",
        "description_tex": "$\\Delta \\mathit m{}^{2}$ for sin$^2(2{}\\theta )$ = 1  (${{\\mathit \\nu}_{{{\\mu}}}}$ $\\rightarrow$ ${{\\mathit \\nu}_{{{s}}}}$)",
        "pdgId": "S067DU4"
    },
    {
        "description": "Search for nu_mu or nu(e) --> nu_s",
        "description_tex": "Search for ${{\\mathit \\nu}_{{{\\mu}}}}$ or ${{\\mathit \\nu}_{{{e}}}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{s}}}}$",
        "pdgId": "S067NUS"
    },
    {
        "description": "<Deltamass**2(21)-Deltambar(21)**2>",
        "description_tex": "$\\langle \\Delta {{\\mathit m}^{2}}_{\\mathrm {21}}&minus;\\Delta {{\\overline{\\mathit m}}}{}^{2}_{21}\\rangle $",
        "pdgId": "S067CPT"
    },
    {
        "description": "<Deltamass**2(32)-Deltambar(32)**2>",
        "description_tex": "$\\langle \\Delta {{\\mathit m}^{2}}_{\\mathrm {32}}&minus;\\Delta {{\\overline{\\mathit m}}}{}^{2}_{32}\\rangle $",
        "pdgId": "S067CP2"
    },
    {
        "description": "Heavy Neutral Leptons, Searches for",
        "description_tex": "Heavy Neutral Leptons ,  Searches for",
        "pdgId": "S077"
    },
    {
        "description": "Limits on heavy neutral lepton mixing parameters",
        "description_tex": "Limits on heavy neutral lepton mixing parameters",
        "pdgId": "S077255"
    },
    {
        "description": "Limits on |U(e x)|**2",
        "description_tex": "Limits on $\\vert {{\\mathit U}}_{{{\\mathit e}} {{\\mathit x}}}\\vert ^2$",
        "pdgId": "S077A00"
    },
    {
        "description": "Limits on |U(mu x)|**2",
        "description_tex": "Limits on $\\vert {{\\mathit U}}_{{{\\mathit \\mu}} {{\\mathit x}}}\\vert ^2$",
        "pdgId": "S077A01"
    },
    {
        "description": "Limits on |U(tau x)|**2",
        "description_tex": "Limits on $\\vert {{\\mathit U}}_{{{\\mathit \\tau}} {{\\mathit x}}}\\vert ^2$",
        "pdgId": "S077A02"
    },
    {
        "description": "u",
        "description_tex": "${\\mathit {\\mathit u}}$",
        "pdgId": "Q002"
    },
    {
        "description": "u-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit u}}$-QUARK MASS",
        "pdgId": "Q002M"
    },
    {
        "description": "d",
        "description_tex": "${\\mathit {\\mathit d}}$",
        "pdgId": "Q001"
    },
    {
        "description": "d-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit d}}$-QUARK MASS",
        "pdgId": "Q001M"
    },
    {
        "description": "s",
        "description_tex": "${\\mathit {\\mathit s}}$",
        "pdgId": "Q003"
    },
    {
        "description": "s-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit s}}$-QUARK MASS",
        "pdgId": "Q003M"
    },
    {
        "description": "Light Quarks (u, d, s)",
        "description_tex": "Light Quarks (${\\mathit {\\mathit u}}$ ,  ${\\mathit {\\mathit d}}$ ,  ${\\mathit {\\mathit s}}$)",
        "pdgId": "Q123"
    },
    {
        "description": "u-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit u}}$-QUARK MASS",
        "pdgId": "Q123UM"
    },
    {
        "description": "d-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit d}}$-QUARK MASS",
        "pdgId": "Q123DM"
    },
    {
        "description": "mbar = (mass(u)+mass(d))/2",
        "description_tex": "${{\\overline{\\mathit m}}}$ = (${\\mathit m}_{{{\\mathit u}}}+{\\mathit m}_{{{\\mathit d}}})/$2",
        "pdgId": "Q123MR4"
    },
    {
        "description": "mass(u)/mass(d) MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit u}}}/{\\mathit m}_{{{\\mathit d}}}$ MASS RATIO",
        "pdgId": "Q123MR0"
    },
    {
        "description": "s-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit s}}$-QUARK MASS",
        "pdgId": "Q123SM"
    },
    {
        "description": "OTHER LIGHT QUARK MASS RATIOS",
        "description_tex": "OTHER LIGHT QUARK MASS RATIOS",
        "pdgId": "Q123220"
    },
    {
        "description": "mass(s)/mass(d) MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit s}}}/{\\mathit m}_{{{\\mathit d}}}$ MASS RATIO",
        "pdgId": "Q123MR1"
    },
    {
        "description": "mass(s)/mbar MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit s}}}/{{\\overline{\\mathit m}}}$ MASS RATIO",
        "pdgId": "Q123MR5"
    },
    {
        "description": "Q MASS RATIO",
        "description_tex": "$\\mathit Q$ MASS RATIO",
        "pdgId": "Q123MR3"
    },
    {
        "description": "c",
        "description_tex": "${\\mathit {\\mathit c}}$",
        "pdgId": "Q004"
    },
    {
        "description": "c-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit c}}$-QUARK MASS",
        "pdgId": "Q004M"
    },
    {
        "description": "mass(c)/mass(s) MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit c}}}/{\\mathit m}_{{{\\mathit s}}}$ MASS RATIO",
        "pdgId": "Q004MSR"
    },
    {
        "description": "mass(b)/mass(c) MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit b}}}/{\\mathit m}_{{{\\mathit c}}}$ MASS RATIO",
        "pdgId": "Q004MBR"
    },
    {
        "description": "mass(b)-mass(c) QUARK MASS DIFFERENCE",
        "description_tex": "${\\mathit m}_{{{\\mathit b}}}&minus;{\\mathit m}_{{{\\mathit c}}}$ QUARK MASS DIFFERENCE",
        "pdgId": "Q004MDB"
    },
    {
        "description": "b",
        "description_tex": "${\\mathit {\\mathit b}}$",
        "pdgId": "Q005"
    },
    {
        "description": "b-QUARK MASS",
        "description_tex": "${\\mathit {\\mathit b}}$-QUARK MASS",
        "pdgId": "Q005M"
    },
    {
        "description": "mass(b)/mass(s) MASS RATIO",
        "description_tex": "${\\mathit m}_{{{\\mathit b}}}/{\\mathit m}_{{{\\mathit s}}}$ MASS RATIO",
        "pdgId": "Q005A00"
    },
    {
        "description": "t",
        "description_tex": "${\\mathit {\\mathit t}}$",
        "pdgId": "Q007"
    },
    {
        "description": "t-QUARK MASS",
        "description_tex": "${{\\mathit t}}$-QUARK MASS",
        "pdgId": "Q007210"
    },
    {
        "description": "t-Quark Mass (Direct Measurements)",
        "description_tex": "${{\\mathit t}}$-Quark Mass (Direct Measurements)",
        "pdgId": "Q007TP"
    },
    {
        "description": "t-Quark Mass from Cross-Section Measurements",
        "description_tex": "${{\\mathit t}}$-Quark Mass from Cross-Section Measurements",
        "pdgId": "Q007TP2"
    },
    {
        "description": "t-Quark Pole Mass from Cross-Section Measurements",
        "description_tex": "${{\\mathit t}}$-Quark Pole Mass from Cross-Section Measurements",
        "pdgId": "Q007TP4"
    },
    {
        "description": "mass(t) - mass(tbar)",
        "description_tex": "${\\mathit m}_{{{\\mathit t}}}$ $&minus;$ ${\\mathit m}_{{{\\overline{\\mathit t}}}}$",
        "pdgId": "Q007CPT"
    },
    {
        "description": "t-quark DECAY WIDTH",
        "description_tex": "${\\mathit {\\mathit t}}$-quark DECAY WIDTH",
        "pdgId": "Q007W"
    },
    {
        "description": "G(t --> W b)/G(t --> W q (q = b , s , d))",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit b}})/\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit q}}$ (${{\\mathit q}}$ = ${{\\mathit b}}$ , ${{\\mathit s}}$ , ${{\\mathit d}}))$",
        "pdgId": "Q007R6"
    },
    {
        "description": "G(t --> e nu(e) b)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit b}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R9"
    },
    {
        "description": "G(t --> mu nu_mu b)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit b}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R10"
    },
    {
        "description": "G(t --> tau nu_tau b)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit b}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R4"
    },
    {
        "description": "G(t --> q qbar b)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit q}}{{\\overline{\\mathit q}}}{{\\mathit b}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R11"
    },
    {
        "description": "G(t --> gamma q  (q=u,c))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}},{{\\mathit c}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R3"
    },
    {
        "description": "G(t --> H+ b  ,  H+ --> tau nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}^{+}}{{\\mathit b}}$  ,   ${{\\mathit H}^{+}}$  $\\rightarrow$   ${{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R02"
    },
    {
        "description": "G(t --> a q  (q=u  ,  c))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}}$  ,  ${{\\mathit c}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R20"
    },
    {
        "description": "G(t --> Z q  (q=u,c))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}},{{\\mathit c}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R2"
    },
    {
        "description": "G(t --> H u)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}}{{\\mathit u}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R00"
    },
    {
        "description": "G(t --> H c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}}{{\\mathit c}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R01"
    },
    {
        "description": "G(t --> lepton+ qbar qbar'  (q=d,s,b; q'=u,c))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\overline{\\mathit q}}}{{\\overline{\\mathit q}}^{\\,'}}$  (${{\\mathit q}}={{\\mathit d}},{{\\mathit s}},{{\\mathit b}}$; ${{\\mathit q}^{\\,'}}={{\\mathit u}},{{\\mathit c}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R8"
    },
    {
        "description": "G(t --> e+- mu-+ c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit c}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R03"
    },
    {
        "description": "G(t --> e+- mu-+ u)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit u}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R04"
    },
    {
        "description": "G(t --> mu+- tau-+ q)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}{{\\mathit q}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R05"
    },
    {
        "description": "G(t --> e+ ubar dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit d}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R06"
    },
    {
        "description": "G(t --> mu+ ubar dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit d}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R07"
    },
    {
        "description": "G(t --> e+ cbar dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit d}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R08"
    },
    {
        "description": "G(t --> mu+ cbar dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit d}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R09"
    },
    {
        "description": "G(t --> e+ ubar sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit s}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R12"
    },
    {
        "description": "G(t --> mu+ ubar sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit s}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R13"
    },
    {
        "description": "G(t --> e+ cbar sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit s}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R14"
    },
    {
        "description": "G(t --> mu+ cbar sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit s}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R15"
    },
    {
        "description": "G(t --> e+ ubar bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit b}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R16"
    },
    {
        "description": "G(t --> mu+ ubar bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit b}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R17"
    },
    {
        "description": "G(t --> e+ cbar bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit b}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R18"
    },
    {
        "description": "G(t --> mu+ cbar bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit b}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "Q007R19"
    },
    {
        "description": "t-quark EW Couplings",
        "description_tex": "${\\mathit {\\mathit t}}$-quark EW Couplings",
        "pdgId": "Q007260"
    },
    {
        "description": "F_0",
        "description_tex": "${{\\mathit F}_{{{0}}}}$",
        "pdgId": "Q007TV0"
    },
    {
        "description": "F_-",
        "description_tex": "${{\\mathit F}_{{{-}}}}$",
        "pdgId": "Q007TVN"
    },
    {
        "description": "F_+",
        "description_tex": "${{\\mathit F}_{{{+}}}}$",
        "pdgId": "Q007TVP"
    },
    {
        "description": "F_{V+A}",
        "description_tex": "${{\\mathit F}_{{{{V+A}}}}}$",
        "pdgId": "Q007TV2"
    },
    {
        "description": "f(1)**R",
        "description_tex": "f${}^{R}_{1}$",
        "pdgId": "Q007TV4"
    },
    {
        "description": "f(2)**L",
        "description_tex": "f${}^{L}_{2}$",
        "pdgId": "Q007TV5"
    },
    {
        "description": "f(2)**R",
        "description_tex": "f${}^{R}_{2}$",
        "pdgId": "Q007TV6"
    },
    {
        "description": "|f(LV)V(tb)|",
        "description_tex": "$\\vert $f$_{LV}V_{tb}\\vert $",
        "pdgId": "Q007A02"
    },
    {
        "description": "|f(LV)sqrt(|V(td)|**2 + |V(ts)|**2)|",
        "description_tex": "$\\vert $f$_{LV}\\sqrt {\\vert V_{td}\\vert ^2 + \\vert V_{ts}\\vert ^2 }\\vert $",
        "pdgId": "Q007A05"
    },
    {
        "description": "Chromo-magnetic dipole moment mu_t=g_smuhat(t)/mass(t)",
        "description_tex": "Chromo-magnetic dipole moment ${{\\mathit \\mu}_{{{t}}}}={{\\mathit g}_{{{s}}}}\\hat{{\\mathit\\mu}}_{t}/{\\mathit m}_{{{\\mathit t}}}$",
        "pdgId": "Q007CMD"
    },
    {
        "description": "Chromo-electric dipole moment d_t = g_sdhat(t)/mass(t)",
        "description_tex": "Chromo-electric dipole moment ${{\\mathit d}_{{{t}}}}$ = ${{\\mathit g}_{{{s}}}}\\hat{{\\mathit d}}_{t}/{\\mathit m}_{{{\\mathit t}}}$",
        "pdgId": "Q007CED"
    },
    {
        "description": "Spin Correlation in t tbar Production in p pbar Collisions",
        "description_tex": "Spin Correlation in ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions",
        "pdgId": "Q007SC"
    },
    {
        "description": "Spin Correlation in t tbar Production in p p Collisions",
        "description_tex": "Spin Correlation in ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production in ${{\\mathit p}}{{\\mathit p}}$ Collisions",
        "pdgId": "Q007TSC"
    },
    {
        "description": "t-quark FCNC Couplings kappa**utg/Lambda and kappa**ctg/Lambda",
        "description_tex": "${\\mathit {\\mathit t}}$-quark FCNC Couplings $\\kappa {}^{utg}/\\Lambda $ and $\\kappa {}^{ctg}/\\Lambda $",
        "pdgId": "Q007TUG"
    },
    {
        "description": "Mixing Angle of CP-even and CP-odd t-Quark Yukawa Couplings",
        "description_tex": "Mixing Angle of $\\mathit CP$-even and $\\mathit CP$-odd ${{\\mathit t}}$-Quark Yukawa Couplings",
        "pdgId": "Q007MAH"
    },
    {
        "description": "t-Quark Yukawa Coupling from t tbar Kinematic Distributions in p p Collisions",
        "description_tex": "${{\\mathit t}}$-Quark Yukawa Coupling from ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Kinematic Distributions in ${{\\mathit p}}{{\\mathit p}}$ Collisions",
        "pdgId": "Q007A03"
    },
    {
        "description": "sigma(H t tbar) /sigma(H t tbar)(SM)",
        "description_tex": "${\\mathit \\sigma (}{{\\mathit H}}{{\\mathit t}}{{\\overline{\\mathit t}}}{)}$ /${\\mathit \\sigma (}{{\\mathit H}}{{\\mathit t}}{{\\overline{\\mathit t}}}{)}_{SM}$",
        "pdgId": "Q007TTH"
    },
    {
        "description": "Single t-Quark Production Cross Section in p pbar Collisions at sqrt(s) = 1.8 TeV",
        "description_tex": "Single ${{\\mathit t}}$-Quark Production Cross Section in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.8 TeV",
        "pdgId": "Q007STA"
    },
    {
        "description": "Single t-Quark Production Cross Section in p pbar Collisions at sqrt(s) = 1.96 TeV",
        "description_tex": "Single ${{\\mathit t}}$-Quark Production Cross Section in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007STB"
    },
    {
        "description": "Production Cross Section in p p Collisions at sqrt(s) = 5.02 TeV",
        "description_tex": "Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 5.02 TeV",
        "pdgId": "Q007ST5"
    },
    {
        "description": "t-channel Single t Production Cross Section in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "t-channel Single ${{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007ST7"
    },
    {
        "description": "t-channel Single t Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "t-channel Single ${{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007ST8"
    },
    {
        "description": "s-channel Single t Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "s-channel Single ${{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007TT8"
    },
    {
        "description": "t-channel Single t Production Cross Section in p p Collisions at sqrt(s) = 13TeV",
        "description_tex": "t-channel Single ${{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13$~$TeV",
        "pdgId": "Q007STX"
    },
    {
        "description": "s-channel Single t Production Cross Section in p p Collisions at sqrt(s) = 13TeV",
        "description_tex": "s-channel Single ${{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13$~$TeV",
        "pdgId": "Q007TTX"
    },
    {
        "description": "t tbar H Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit H}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007THX"
    },
    {
        "description": "W t Production Cross Section in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "${{\\mathit W}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007WT7"
    },
    {
        "description": "W t Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit W}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007WT8"
    },
    {
        "description": "W t Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit W}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007WTX"
    },
    {
        "description": "Z t Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit Z}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007ZTX"
    },
    {
        "description": "gamma t Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit \\gamma}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007GTX"
    },
    {
        "description": "t W Z Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\mathit W}}{{\\mathit Z}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007A08"
    },
    {
        "description": "Single t-Quark Production Cross Section in e p Collisions",
        "description_tex": "Single ${{\\mathit t}}$-Quark Production Cross Section in ${{\\mathit e}}{{\\mathit p}}$ Collisions",
        "pdgId": "Q007STE"
    },
    {
        "description": "t tbar Production Cross Section in p pbar Collisions at sqrt(s) = 1.8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.8 TeV",
        "pdgId": "Q007TXA"
    },
    {
        "description": "t tbar Production Cross Section in p pbar Collisions at sqrt(s) = 1.96 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007TX"
    },
    {
        "description": "Ratio of the Production Cross Sections of t tbar gamma to t tbar at sqrt(s) = 1.96 TeV",
        "description_tex": "Ratio of the Production Cross Sections of ${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit \\gamma}}$ to ${{\\mathit t}}{{\\overline{\\mathit t}}}$ at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007TTA"
    },
    {
        "description": "t t Production Cross Section in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "${{\\mathit t}}{{\\mathit t}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007TP7"
    },
    {
        "description": "t tbar Production Cross Section in p p Collisions at sqrt(s) = 5.02 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 5.02 TeV",
        "pdgId": "Q007TX5"
    },
    {
        "description": "t tbar Production Cross Section in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007TX7"
    },
    {
        "description": "t tbar Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007TX8"
    },
    {
        "description": "t tbar Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007X13"
    },
    {
        "description": "t tbar Production Cross Section in p p Collisions at sqrt(s) = 13.6 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13.6 TeV",
        "pdgId": "Q007Y13"
    },
    {
        "description": "t tbar Production Cross Section in p-Nucleus Collisions",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}$-Nucleus Collisions",
        "pdgId": "Q007NP1"
    },
    {
        "description": "t tbar Production Cross Section in Nucleus-Nucleus Collisions",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in Nucleus-Nucleus Collisions",
        "pdgId": "Q007NN1"
    },
    {
        "description": "t tbar t tbar Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007DT8"
    },
    {
        "description": "t tbar t tbar Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit t}}{{\\overline{\\mathit t}}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007D13"
    },
    {
        "description": "t tbar W Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit W}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007TW8"
    },
    {
        "description": "t tbar W Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit W}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007TWX"
    },
    {
        "description": "t tbar Z Production Cross Section in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit Z}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007TZ8"
    },
    {
        "description": "t tbar Z Production Cross Section in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit Z}}$ Production Cross Section in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007TZX"
    },
    {
        "description": "t tbar gamma Production Cross Section in pp Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit \\gamma}}$ Production Cross Section in pp Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007A01"
    },
    {
        "description": "f(Q(0)): t tbar Fraction of Events with a Veto on Additional Central Jet Activity in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "f(Q$_{0}$): ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Fraction of Events with a Veto on Additional Central Jet Activity in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007FQ7"
    },
    {
        "description": "Fraction of t tbar + multi-jet Events in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "Fraction of ${{\\mathit t}}{{\\overline{\\mathit t}}}$ + multi-jet Events in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007TJ7"
    },
    {
        "description": "t tbar Charge Asymmetry (A(C)) in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Charge Asymmetry (A$_{C}$) in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007AC7"
    },
    {
        "description": "t tbar Charge Asymmetry (A(C)) in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Charge Asymmetry (A$_{C}$) in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007AC8"
    },
    {
        "description": "t tbar Charge Asymmetry (A(C)) in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}$ Charge Asymmetry (A$_{C}$) in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007ACX"
    },
    {
        "description": "t tbar W leptonic Charge Asymmetry (A( C)**lepton) in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit W}}$ leptonic Charge Asymmetry (A${}^{{{\\mathit \\ell}}}_{ C}$) in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007A06"
    },
    {
        "description": "t tbar gamma Charge Asymmetry (A(C)) in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}{{\\overline{\\mathit t}}}{{\\mathit \\gamma}}$ Charge Asymmetry (A$_{C}$) in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007A07"
    },
    {
        "description": "t-quark Polarization in t tbar Events in p pbar Collisions at sqrt(s) = 1.96 TeV",
        "description_tex": "${{\\mathit t}}$-quark Polarization in ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Events in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007PL2"
    },
    {
        "description": "t-quark Polarization in t tbar Events in p p Collisions at sqrt(s) = 7 TeV",
        "description_tex": "${{\\mathit t}}$-quark Polarization in ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Events in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 7 TeV",
        "pdgId": "Q007PL7"
    },
    {
        "description": "t-quark Polarization in t tbar Events in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}$-quark Polarization in ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Events in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007PL8"
    },
    {
        "description": "t-quark Polarization in Single Top Events in p p Collisions at sqrt(s) = 8 TeV",
        "description_tex": "${{\\mathit t}}$-quark Polarization in Single Top Events in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 8 TeV",
        "pdgId": "Q007A00"
    },
    {
        "description": "t-quark Polarization in Single Top Events in p p Collisions at sqrt(s) = 13 TeV",
        "description_tex": "${{\\mathit t}}$-quark Polarization in Single Top Events in ${{\\mathit p}}{{\\mathit p}}$ Collisions at $\\sqrt {s }$ = 13 TeV",
        "pdgId": "Q007A04"
    },
    {
        "description": "g g --> t tbar Fraction in p pbar Collisions at sqrt(s) = 1.96 TeV",
        "description_tex": "${{\\mathit g}}$  ${{\\mathit g}}$   $\\rightarrow$   ${{\\mathit t}}{{\\overline{\\mathit t}}}$ Fraction in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007TXG"
    },
    {
        "description": "A_FB of t tbar in p pbar Collisions at sqrt(s) = 1.96 TeV",
        "description_tex": "$A_{FB}$ of ${{\\mathit t}}{{\\overline{\\mathit t}}}$ in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ Collisions at $\\sqrt {s }$ = 1.96 TeV",
        "pdgId": "Q007TFB"
    },
    {
        "description": "t-Quark Electric Charge",
        "description_tex": " ${{\\mathit t}}$-Quark Electric Charge",
        "pdgId": "Q007TQ"
    },
    {
        "description": "t --> W q (q = b, s, d)",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit q}}$ (${{\\mathit q}}$ = ${{\\mathit b}}$ ,  ${{\\mathit s}}$ ,  ${{\\mathit d}}$)",
        "pdgId": "Q007.6"
    },
    {
        "description": "t --> W b",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit W}}{{\\mathit b}}$",
        "pdgId": "Q007.1"
    },
    {
        "description": "t --> e nu_e b",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit b}}$",
        "pdgId": "Q007.9"
    },
    {
        "description": "t --> mu nu_mu b",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit b}}$",
        "pdgId": "Q007.10"
    },
    {
        "description": "t --> tau nu_tau b",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit b}}$",
        "pdgId": "Q007.4"
    },
    {
        "description": "t --> q qbar b",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit q}}{{\\overline{\\mathit q}}}{{\\mathit b}}$",
        "pdgId": "Q007.11"
    },
    {
        "description": "t --> gamma q  (q=u,c)",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}},{{\\mathit c}}$)",
        "pdgId": "Q007.3"
    },
    {
        "description": "t --> H+ b , H+ --> tau nu_tau",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}^{+}}{{\\mathit b}}$  ,   ${{\\mathit H}^{+}}$  $\\rightarrow$   ${{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "Q007.14"
    },
    {
        "description": "t --> a q  (q=u , c)",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}}$  ,  ${{\\mathit c}}$)",
        "pdgId": "Q007.30"
    },
    {
        "description": "t --> Z q  (q=u,c)",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit Z}}{{\\mathit q}}$  (${{\\mathit q}}={{\\mathit u}},{{\\mathit c}}$)",
        "pdgId": "Q007.2"
    },
    {
        "description": "t --> H u",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}}{{\\mathit u}}$",
        "pdgId": "Q007.12"
    },
    {
        "description": "t --> H c",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit H}}{{\\mathit c}}$",
        "pdgId": "Q007.13"
    },
    {
        "description": "t --> lepton+ qbar qbar^'  (q=d,s,b; q^'=u,c)",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\overline{\\mathit q}}}{{\\overline{\\mathit q}}^{\\,'}}$  (${{\\mathit q}}={{\\mathit d}},{{\\mathit s}},{{\\mathit b}}$; ${{\\mathit q}^{\\,'}}={{\\mathit u}},{{\\mathit c}}$)",
        "pdgId": "Q007.8"
    },
    {
        "description": "t --> e+- mu-+ c",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit c}}$",
        "pdgId": "Q007.15"
    },
    {
        "description": "t --> e+- mu-+ u",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit u}}$",
        "pdgId": "Q007.16"
    },
    {
        "description": "t --> mu+- tau-+ q",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}{{\\mathit q}}$",
        "pdgId": "Q007.17"
    },
    {
        "description": "t --> e+ ubar dbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit d}}}$",
        "pdgId": "Q007.18"
    },
    {
        "description": "t --> mu+ ubar dbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit d}}}$",
        "pdgId": "Q007.19"
    },
    {
        "description": "t --> e+ cbar dbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit d}}}$",
        "pdgId": "Q007.20"
    },
    {
        "description": "t --> mu+ cbar dbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit d}}}$",
        "pdgId": "Q007.21"
    },
    {
        "description": "t --> e+ ubar sbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit s}}}$",
        "pdgId": "Q007.22"
    },
    {
        "description": "t --> mu+ ubar sbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit s}}}$",
        "pdgId": "Q007.23"
    },
    {
        "description": "t --> e+ cbar sbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit s}}}$",
        "pdgId": "Q007.24"
    },
    {
        "description": "t --> mu+ cbar sbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit s}}}$",
        "pdgId": "Q007.25"
    },
    {
        "description": "t --> e+ ubar bbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit b}}}$",
        "pdgId": "Q007.26"
    },
    {
        "description": "t --> mu+ ubar bbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit u}}}{{\\overline{\\mathit b}}}$",
        "pdgId": "Q007.27"
    },
    {
        "description": "t --> e+ cbar bbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit b}}}$",
        "pdgId": "Q007.28"
    },
    {
        "description": "t --> mu+ cbar bbar",
        "description_tex": "${{\\mathit t}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit c}}}{{\\overline{\\mathit b}}}$",
        "pdgId": "Q007.29"
    },
    {
        "description": "b^' (Fourth Generation) Quark",
        "description_tex": "${{\\mathit b}^{\\,'}}$ (Fourth Generation) Quark",
        "pdgId": "Q008"
    },
    {
        "description": "b'(-1/3)-quark/hadron mass limits in p pbar and p p collisions",
        "description_tex": "${{\\mathit b}^{\\,'}}(-1$/3)-quark/hadron mass limits in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q008BPP"
    },
    {
        "description": "b'(-1/3) mass limits from single production in p pbar and p p collisions",
        "description_tex": "${{\\mathit b}^{\\,'}}(-1$/3) mass limits from single production in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q008BPS"
    },
    {
        "description": "MASS LIMITS for b' (4**th Generation) Quark or Hadron in e+ e- Collisions",
        "description_tex": "MASS LIMITS for ${{\\mathit b}^{\\,'}}$ (4${}^{\\mathit th}$ Generation) Quark or Hadron in ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ Collisions",
        "pdgId": "Q008BPE"
    },
    {
        "description": "t^' (Fourth Generation) Quark",
        "description_tex": "${{\\mathit t}^{\\,'}}$ (Fourth Generation) Quark",
        "pdgId": "Q009"
    },
    {
        "description": "t'(2/3)-quark/hadron mass limits in p pbar and p p collisions",
        "description_tex": "${{\\mathit t}^{\\,'}}$(2/3)-quark/hadron mass limits in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q009TPP"
    },
    {
        "description": "t'(5/3)-quark/hadron mass limits in p pbar and p p collisions",
        "description_tex": "${{\\mathit t}^{\\,'}}$(5/3)-quark/hadron mass limits in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q009TP5"
    },
    {
        "description": "t'(2/3) mass limits from single production in p pbar and p p collisions",
        "description_tex": "${{\\mathit t}^{\\,'}}$(2/3) mass limits from single production in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q009TPS"
    },
    {
        "description": "t'(5/3) mass limits from single production in p pbar and p p collisions",
        "description_tex": "${{\\mathit t}^{\\,'}{(5/3)}}$ mass limits from single production in ${{\\mathit p}}{{\\overline{\\mathit p}}}$ and ${{\\mathit p}}{{\\mathit p}}$ collisions",
        "pdgId": "Q009T5S"
    },
    {
        "description": "Free Quark Searches",
        "description_tex": "Free Quark Searches",
        "pdgId": "S027"
    },
    {
        "description": "Quark Production Cross Section -- Accelerator Searches",
        "description_tex": "Quark Production Cross Section $-$ Accelerator Searches",
        "pdgId": "S027C"
    },
    {
        "description": "Quark Differential Production Cross Section -- Accelerator Searches",
        "description_tex": "Quark Differential Production Cross Section $-$ Accelerator Searches",
        "pdgId": "S027D"
    },
    {
        "description": "Quark Flux -- Accelerator Searches",
        "description_tex": "Quark Flux $-$ Accelerator Searches",
        "pdgId": "S027FR"
    },
    {
        "description": "Quark Flux -- Cosmic Ray Searches",
        "description_tex": "Quark Flux $-$ Cosmic Ray Searches",
        "pdgId": "S027F"
    },
    {
        "description": "Quark Density -- Matter Searches",
        "description_tex": "Quark Density $-$ Matter Searches",
        "pdgId": "S027RHO"
    },
    {
        "description": "pi+-",
        "description_tex": "${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S008"
    },
    {
        "description": "pi+- MASS",
        "description_tex": "${{\\mathit \\pi}^{\\pm}}$ MASS",
        "pdgId": "S008M"
    },
    {
        "description": "mass(pi+)-mass(mu+)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\pi}^{+}}}-{\\mathit m}_{{{\\mathit \\mu}^{+}}}$",
        "pdgId": "S008D"
    },
    {
        "description": "(mass(pi+)-mass(pi-))/mass(average)",
        "description_tex": "$({\\mathit m}_{{{\\mathit \\pi}^{+}}}-{\\mathit m}_{{{\\mathit \\pi}^{-}}})/{\\mathit m}_{\\mathrm {average}}$",
        "pdgId": "S008DM"
    },
    {
        "description": "pi+- MEAN LIFE",
        "description_tex": "${{\\mathit \\pi}^{\\pm}}$ MEAN LIFE",
        "pdgId": "S008T"
    },
    {
        "description": "(meanlife(pi+)-meanlife(pi-))/meanlife(average)",
        "description_tex": "$({\\mathit \\tau}_{{{\\mathit \\pi}^{+}}}-{\\mathit \\tau}_{{{\\mathit \\pi}^{-}}})/{\\mathit \\tau}_{\\mathrm {average}}$",
        "pdgId": "S008DT"
    },
    {
        "description": "pi ELECTRIC POLARIZABILITY alpha(pi)",
        "description_tex": "${{\\mathit \\pi}}$ ELECTRIC POLARIZABILITY ${{\\mathit \\alpha}}_{{{\\mathit \\pi}}}$",
        "pdgId": "S008EPL"
    },
    {
        "description": "G(pi+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R2"
    },
    {
        "description": "[G(pi+ --> e+ nu_e)+ G(pi+ --> e+ nu(e) gamma)]/[G(pi+ --> mu+ nu_mu)+ G(pi+ --> mu+ nu_mu gamma)]",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})\\rbrack{}/[\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "S008R10"
    },
    {
        "description": "G(pi+ --> mu+ nu_mu gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R1"
    },
    {
        "description": "G(pi+ --> e+ nu(e) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R4"
    },
    {
        "description": "G(pi+ --> e+ nu(e) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R3"
    },
    {
        "description": "G(pi+ --> e+ nu(e) e+ e-)/G(pi+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S008R5"
    },
    {
        "description": "G(pi+ --> mu+ nu_mu nu nubar)/G(pi+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S008R01"
    },
    {
        "description": "G(pi+ --> e+ nu(e) nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R9"
    },
    {
        "description": "G(pi+ --> mu+ nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R6"
    },
    {
        "description": "G(pi+ --> mu+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R7"
    },
    {
        "description": "G(pi+ --> mu- e+ e+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S008R8"
    },
    {
        "description": "pi+ -- POLARIZATION OF EMITTED mu+",
        "description_tex": "${{\\mathit \\pi}^{+}}$ $-$ POLARIZATION OF EMITTED ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S008240"
    },
    {
        "description": "pi+ --> mu+ nu",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S008POL"
    },
    {
        "description": "pi+- FORM FACTORS",
        "description_tex": "${{\\mathit \\pi}^{\\pm}}$ FORM FACTORS",
        "pdgId": "S008245"
    },
    {
        "description": "F(V), VECTOR FORM FACTOR",
        "description_tex": "$\\mathit F_{\\mathit V}$, VECTOR FORM FACTOR",
        "pdgId": "S008FV"
    },
    {
        "description": "F(A), AXIAL-VECTOR FORM FACTOR",
        "description_tex": "$\\mathit F_{\\mathit A}$, AXIAL-VECTOR FORM FACTOR",
        "pdgId": "S008FA"
    },
    {
        "description": "VECTOR FORM FACTOR SLOPE PARAMETER a",
        "description_tex": "VECTOR FORM FACTOR SLOPE PARAMETER $\\mathit a$",
        "pdgId": "S008FSV"
    },
    {
        "description": "R, SECOND AXIAL-VECTOR FORM FACTOR",
        "description_tex": "$\\mathit R$, SECOND AXIAL-VECTOR FORM FACTOR",
        "pdgId": "S008FR"
    },
    {
        "description": "pi+- CHARGE RADIUS",
        "description_tex": "${{\\mathit \\pi}^{\\pm}}$ CHARGE RADIUS",
        "pdgId": "S008CR"
    },
    {
        "description": "pi+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S008.1"
    },
    {
        "description": "pi+ --> mu+ nu_mu gamma",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S008.3"
    },
    {
        "description": "pi+ --> e+ nu_e",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S008.2"
    },
    {
        "description": "pi+ --> e+ nu_e gamma",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S008.5"
    },
    {
        "description": "pi+ --> e+ nu_e pi0",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S008.4"
    },
    {
        "description": "pi+ --> e+ nu_e e+ e-",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S008.6"
    },
    {
        "description": "pi+ --> mu+ nu_mu nu nubar",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S008.11"
    },
    {
        "description": "pi+ --> e+ nu_e nu nubar",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S008.10"
    },
    {
        "description": "pi+ --> mu+ nubar_e",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S008.7"
    },
    {
        "description": "pi+ --> mu+ nu_e",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S008.8"
    },
    {
        "description": "pi+ --> mu- e+ e+ nu",
        "description_tex": "${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}}$",
        "pdgId": "S008.9"
    },
    {
        "description": "pi0",
        "description_tex": "${{\\mathit \\pi}^{0}}$",
        "pdgId": "S009"
    },
    {
        "description": "pi0 MASS",
        "description_tex": "${{\\mathit \\pi}^{0}}$ MASS",
        "pdgId": "S009M"
    },
    {
        "description": "mass(pi+-)-mass(pi0)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\pi}^{\\pm}}}-{\\mathit m}_{{{\\mathit \\pi}^{0}}}$",
        "pdgId": "S009D"
    },
    {
        "description": "pi0 MEAN LIFE",
        "description_tex": "${{\\mathit \\pi}^{0}}$ MEAN LIFE",
        "pdgId": "S009T"
    },
    {
        "description": "G(pi0 --> e+ e- gamma)/G(pi0 --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S009R1"
    },
    {
        "description": "G(pi0 --> gamma positronium)/G(pi0 --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ positronium$)/\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S009R12"
    },
    {
        "description": "G(pi0 --> e+ e+ e- e-)/G(pi0 --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S009R3"
    },
    {
        "description": "G(pi0 --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R13"
    },
    {
        "description": "G(pi0 --> e+ e-)/G(pi0 --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S009R5"
    },
    {
        "description": "G(pi0 --> 4gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  4 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R4"
    },
    {
        "description": "G(pi0 --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R00"
    },
    {
        "description": "G(pi0 --> nu(e) nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R8"
    },
    {
        "description": "G(pi0 --> nu_mu nubar_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R9"
    },
    {
        "description": "G(pi0 --> nu_tau nubar_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\tau}}}}{{\\overline{\\mathit \\nu}}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R10"
    },
    {
        "description": "G(pi0 --> gamma nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R15"
    },
    {
        "description": "G(pi0 --> 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R2"
    },
    {
        "description": "G(pi0 --> mu+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R11"
    },
    {
        "description": "G(pi0 --> mu- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R16"
    },
    {
        "description": "G(pi0 --> mu+ e- + mu- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{+}$  ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S009R7"
    },
    {
        "description": "pi0 ELECTROMAGNETIC FORM FACTOR",
        "description_tex": "${{\\mathit \\pi}^{0}}$ ELECTROMAGNETIC FORM FACTOR",
        "pdgId": "S009225"
    },
    {
        "description": "LINEAR COEFFICIENT OF pi0 ELECTROMAGNETIC FORM FACTOR",
        "description_tex": "LINEAR COEFFICIENT OF ${{\\mathit \\pi}^{0}}$ ELECTROMAGNETIC FORM FACTOR",
        "pdgId": "S009A"
    },
    {
        "description": "pi0 --> 2gamma",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}}$",
        "pdgId": "S009.1"
    },
    {
        "description": "pi0 --> e+ e- gamma",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S009.2"
    },
    {
        "description": "pi0 --> gamma positronium",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ positronium",
        "pdgId": "S009.20"
    },
    {
        "description": "pi0 --> e+ e+ e- e-",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{-}}$",
        "pdgId": "S009.3"
    },
    {
        "description": "pi0 --> e+ e-",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S009.6"
    },
    {
        "description": "pi0 --> 4gamma",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$  4 ${{\\mathit \\gamma}}$",
        "pdgId": "S009.5"
    },
    {
        "description": "pi0 --> invisible",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   invisible",
        "pdgId": "S009.23"
    },
    {
        "description": "pi0 --> nu_e nubar_e",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S009.11"
    },
    {
        "description": "pi0 --> nu_mu nubar_mu",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S009.12"
    },
    {
        "description": "pi0 --> nu_tau nubar_tau",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\tau}}}}{{\\overline{\\mathit \\nu}}_{{{\\tau}}}}$",
        "pdgId": "S009.13"
    },
    {
        "description": "pi0 --> gamma nu nubar",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S009.15"
    },
    {
        "description": "pi0 --> 3gamma",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "S009.4"
    },
    {
        "description": "pi0 --> mu+ e-",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S009.14"
    },
    {
        "description": "pi0 --> mu- e+",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S009.22"
    },
    {
        "description": "pi0 --> mu+ e- + mu- e+",
        "description_tex": "${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{+}$  ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S009.8"
    },
    {
        "description": "eta",
        "description_tex": "${{\\mathit \\eta}}$",
        "pdgId": "S014"
    },
    {
        "description": "eta MASS",
        "description_tex": "${{\\mathit \\eta}}$ MASS",
        "pdgId": "S014M"
    },
    {
        "description": "eta WIDTH",
        "description_tex": "${{\\mathit \\eta}}$ WIDTH",
        "pdgId": "S014W"
    },
    {
        "description": "G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014W1"
    },
    {
        "description": "G(eta --> pi0 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014W02"
    },
    {
        "description": "G(eta --> neutral modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   neutral modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R21"
    },
    {
        "description": "G(eta --> 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R34"
    },
    {
        "description": "G(eta --> 2gamma)/G(eta --> neutral modes)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   neutral modes$)$",
        "pdgId": "S014R12"
    },
    {
        "description": "G(eta --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R52"
    },
    {
        "description": "G(eta --> 3pi0)/G(eta --> neutral modes)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   neutral modes$)$",
        "pdgId": "S014R13"
    },
    {
        "description": "G(eta --> 3pi0)/G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014R6"
    },
    {
        "description": "G(eta --> pi0 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R22"
    },
    {
        "description": "G(eta --> pi0 2gamma)/G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014R43"
    },
    {
        "description": "G(eta --> pi0 2gamma)/G(eta --> 3pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R42"
    },
    {
        "description": "G(eta --> 2pi0 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R47"
    },
    {
        "description": "G(eta --> 4gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  4 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R50"
    },
    {
        "description": "G(eta --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R01"
    },
    {
        "description": "G(eta --> invisible)/G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014R49"
    },
    {
        "description": "G(eta --> charged modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   charged modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R02"
    },
    {
        "description": "G(eta --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R53"
    },
    {
        "description": "G(eta --> neutral modes)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   neutral modes$)/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R8"
    },
    {
        "description": "G(eta --> 2gamma)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R7"
    },
    {
        "description": "G(eta --> 3pi0)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R19"
    },
    {
        "description": "G(eta --> pi+ pi- pi0)/[G(eta --> 2gamma)+ G(eta --> 3pi0)]",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S014R38"
    },
    {
        "description": "G(eta --> pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R54"
    },
    {
        "description": "G(eta --> pi+ pi- gamma)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R4"
    },
    {
        "description": "G(eta --> e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R40"
    },
    {
        "description": "G(eta --> e+ e- gamma)/G(eta --> pi+ pi- gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})$",
        "pdgId": "S014R51"
    },
    {
        "description": "G(eta --> e+ e- gamma)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R28"
    },
    {
        "description": "G(eta --> neutral modes)/[G(eta --> pi+ pi- pi0)+ G(eta --> pi+ pi- gamma)+ G(eta --> e+ e- gamma)]",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   neutral modes$)/[\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "S014R1"
    },
    {
        "description": "G(eta --> 2gamma)/[G(eta --> pi+ pi- pi0)+ G(eta --> pi+ pi- gamma)+ G(eta --> e+ e- gamma)]",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})/[\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "S014R2"
    },
    {
        "description": "G(eta --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R30"
    },
    {
        "description": "G(eta --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R29"
    },
    {
        "description": "G(eta --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R23"
    },
    {
        "description": "G(eta --> mu+ mu-)/G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014R25"
    },
    {
        "description": "G(eta --> 2e+ 2e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit e}^{+}}$2 ${{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R41"
    },
    {
        "description": "G(eta --> pi+ pi- e+ e-  (gamma))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  (${{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R10"
    },
    {
        "description": "G(eta --> e+ e- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R55"
    },
    {
        "description": "G(eta --> 2mu+ 2mu-)/G(eta --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\mu}^{+}}$2 ${{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S014R00"
    },
    {
        "description": "G(eta --> mu+ mu- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R57"
    },
    {
        "description": "G(eta --> pi+ e- nubar_e + c.c.)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$ + c.c.$)/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R58"
    },
    {
        "description": "G(eta --> pi+ pi- 2gamma)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R18"
    },
    {
        "description": "G(eta --> pi+ pi- pi0 gamma)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R17"
    },
    {
        "description": "G(eta --> pi0 mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R31"
    },
    {
        "description": "G(eta --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R16"
    },
    {
        "description": "G(eta --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R27"
    },
    {
        "description": "G(eta --> 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R37"
    },
    {
        "description": "G(eta --> 2pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R20"
    },
    {
        "description": "G(eta --> 3pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R48"
    },
    {
        "description": "G(eta --> 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R46"
    },
    {
        "description": "G(eta --> 3gamma)/G(eta --> 2gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}})$",
        "pdgId": "S014R44"
    },
    {
        "description": "G(eta --> 3gamma)/G(eta --> 3pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R45"
    },
    {
        "description": "G(eta --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R39"
    },
    {
        "description": "G(eta --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R15"
    },
    {
        "description": "G(eta --> pi0 e+ e-)/G(eta --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S014R9"
    },
    {
        "description": "G(eta --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R24"
    },
    {
        "description": "G(eta --> mu+ e- + mu- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{+}$  ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S014R36"
    },
    {
        "description": "eta C-NONCONSERVING DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\eta}}$ $\\mathit C$-NONCONSERVING DECAY PARAMETERS",
        "pdgId": "S014230"
    },
    {
        "description": "pi+ pi- pi0 LEFT-RIGHT ASYMMETRY PARAMETER",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ LEFT-RIGHT ASYMMETRY PARAMETER",
        "pdgId": "S014A1"
    },
    {
        "description": "pi+ pi- pi0 SEXTANT ASYMMETRY PARAMETER",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ SEXTANT ASYMMETRY PARAMETER",
        "pdgId": "S014AS"
    },
    {
        "description": "pi+ pi- pi0 QUADRANT ASYMMETRY PARAMETER",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ QUADRANT ASYMMETRY PARAMETER",
        "pdgId": "S014AQ"
    },
    {
        "description": "pi+ pi- gamma LEFT-RIGHT ASYMMETRY PARAMETER",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ LEFT-RIGHT ASYMMETRY PARAMETER",
        "pdgId": "S014A2"
    },
    {
        "description": "pi+ pi- gamma PARAMETER beta (D-wave)",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ PARAMETER $\\beta $ (${\\mathit D}{\\mathrm -wave}$)",
        "pdgId": "S014BET"
    },
    {
        "description": "eta CP-NONCONSERVING DECAY PARAMETER",
        "description_tex": "${{\\mathit \\eta}}$ $\\mathit CP$-NONCONSERVING DECAY PARAMETER",
        "pdgId": "S014240"
    },
    {
        "description": "pi+ pi- e+ e- DECAY-PLANE ASYMMETRY PARAMETER A_phi",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAY-PLANE ASYMMETRY PARAMETER ${{\\mathit A}_{{{\\phi}}}}$",
        "pdgId": "S014AET"
    },
    {
        "description": "ENERGY DEPENDENCE OF eta --> 3pi DALITZ PLOTS",
        "description_tex": "ENERGY DEPENDENCE OF ${{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}}$ DALITZ PLOTS",
        "pdgId": "S014235"
    },
    {
        "description": "PARAMETERS FOR eta --> pi+ pi- pi0",
        "description_tex": "PARAMETERS FOR ${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S014DP"
    },
    {
        "description": "alpha PARAMETER FOR eta --> 3pi0",
        "description_tex": "$\\alpha $ PARAMETER FOR ${{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S014A0"
    },
    {
        "description": "PARAMETER Lambda IN eta --> lepton+ lepton- gamma DECAY",
        "description_tex": "PARAMETER $\\Lambda $ IN ${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\gamma}}$ DECAY",
        "pdgId": "S014LAM"
    },
    {
        "description": "eta --> neutral modes",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   neutral modes",
        "pdgId": "S014.101"
    },
    {
        "description": "eta --> 2gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\gamma}}$",
        "pdgId": "S014.1"
    },
    {
        "description": "eta --> 3pi0",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S014.2"
    },
    {
        "description": "eta --> pi0 2gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}}$",
        "pdgId": "S014.7"
    },
    {
        "description": "eta --> 2pi0 2gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}}$",
        "pdgId": "S014.105"
    },
    {
        "description": "eta --> 4 gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  4  ${{\\mathit \\gamma}}$",
        "pdgId": "S014.108"
    },
    {
        "description": "eta --> invisible",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   invisible",
        "pdgId": "S014.107"
    },
    {
        "description": "eta --> charged modes",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   charged modes",
        "pdgId": "S014.102"
    },
    {
        "description": "eta --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S014.3"
    },
    {
        "description": "eta --> pi+ pi- gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.4"
    },
    {
        "description": "eta --> e+ e- gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.8"
    },
    {
        "description": "eta --> mu+ mu- gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.13"
    },
    {
        "description": "eta --> e+ e-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S014.16"
    },
    {
        "description": "eta --> mu+ mu-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S014.12"
    },
    {
        "description": "eta --> 2e+ 2e-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit e}^{+}}$2 ${{\\mathit e}^{-}}$",
        "pdgId": "S014.25"
    },
    {
        "description": "eta --> pi+ pi- e+ e-  (gamma)",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  (${{\\mathit \\gamma}}$)",
        "pdgId": "S014.6"
    },
    {
        "description": "eta --> e+ e- mu+ mu-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S014.109"
    },
    {
        "description": "eta --> 2mu+ 2mu-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\mu}^{+}}$2 ${{\\mathit \\mu}^{-}}$",
        "pdgId": "S014.110"
    },
    {
        "description": "eta --> mu+ mu- pi+ pi-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S014.111"
    },
    {
        "description": "eta --> pi+ e- nubar_e + c.c.",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$ + c.c.",
        "pdgId": "S014.112"
    },
    {
        "description": "eta --> pi+ pi- 2gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\gamma}}$",
        "pdgId": "S014.11"
    },
    {
        "description": "eta --> pi+ pi- pi0 gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.10"
    },
    {
        "description": "eta --> pi0 mu+ mu- gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.17"
    },
    {
        "description": "eta --> pi0 gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.104"
    },
    {
        "description": "eta --> pi+ pi-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S014.15"
    },
    {
        "description": "eta --> 2pi0",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S014.21"
    },
    {
        "description": "eta --> 2pi0 gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.103"
    },
    {
        "description": "eta --> 3pi0 gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S014.106"
    },
    {
        "description": "eta --> 3gamma",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "S014.18"
    },
    {
        "description": "eta --> 4pi0",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S014.24"
    },
    {
        "description": "eta --> pi0 e+ e-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S014.5"
    },
    {
        "description": "eta --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S014.14"
    },
    {
        "description": "eta --> mu+ e- + mu- e+",
        "description_tex": "${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{+}$  ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S014.20"
    },
    {
        "description": "f_0(500)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(500)}}$",
        "pdgId": "M014"
    },
    {
        "description": "f_0(500) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(500)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M014PP"
    },
    {
        "description": "f_0(500) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(500)}}$ BREIT-WIGNER MASS",
        "pdgId": "M014M"
    },
    {
        "description": "f_0(500) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(500)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "M014W"
    },
    {
        "description": "G(f_0(400-1200) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(400-1200)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M014W2"
    },
    {
        "description": "f_0(400-1200) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(400-1200)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M014.1"
    },
    {
        "description": "f_0(400-1200) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{0}}}{(400-1200)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M014.5"
    },
    {
        "description": "rho(770)",
        "description_tex": "${{\\mathit \\rho}{(770)}}$",
        "pdgId": "M009"
    },
    {
        "description": "rho(770) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit \\rho}{(770)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M009PP"
    },
    {
        "description": "rho(770) MASS",
        "description_tex": "${{\\mathit \\rho}{(770)}}$ MASS",
        "pdgId": "M009205"
    },
    {
        "description": "NEUTRAL ONLY, e+ e-",
        "description_tex": "NEUTRAL ONLY, ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009M0"
    },
    {
        "description": "CHARGED ONLY, tau DECAYS and e+ e-",
        "description_tex": "CHARGED ONLY, ${{\\mathit \\tau}}$ DECAYS and ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009M5"
    },
    {
        "description": "MIXED CHARGES, OTHER REACTIONS",
        "description_tex": "MIXED CHARGES, OTHER REACTIONS",
        "pdgId": "M009M7"
    },
    {
        "description": "CHARGED ONLY, HADROPRODUCED",
        "description_tex": "CHARGED ONLY, HADROPRODUCED",
        "pdgId": "M009M2"
    },
    {
        "description": "NEUTRAL ONLY, PHOTOPRODUCED",
        "description_tex": "NEUTRAL ONLY, PHOTOPRODUCED",
        "pdgId": "M009M0P"
    },
    {
        "description": "NEUTRAL ONLY, OTHER REACTIONS",
        "description_tex": "NEUTRAL ONLY, OTHER REACTIONS",
        "pdgId": "M009M0R"
    },
    {
        "description": "mass(rho(770)0)-mass(rho(770)+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\rho}{(770)}^{0}}}-{\\mathit m}_{{{\\mathit \\rho}{(770)}^{\\pm}}}$",
        "pdgId": "M009D"
    },
    {
        "description": "mass(rho(770)+)-mass(rho(770)-)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\rho}{(770)}^{+}}}-{\\mathit m}_{{{\\mathit \\rho}{(770)}^{-}}}$",
        "pdgId": "M009D1"
    },
    {
        "description": "rho(770) RANGE PARAMETER",
        "description_tex": "${{\\mathit \\rho}{(770)}}$ RANGE PARAMETER",
        "pdgId": "M009R"
    },
    {
        "description": "rho(770) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(770)}}$ WIDTH",
        "pdgId": "M009220"
    },
    {
        "description": "NEUTRAL ONLY, e+ e-",
        "description_tex": "NEUTRAL ONLY, ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009W0"
    },
    {
        "description": "CHARGED ONLY, tau DECAYS and e+ e-",
        "description_tex": "CHARGED ONLY, ${{\\mathit \\tau}}$ DECAYS and ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009W5"
    },
    {
        "description": "MIXED CHARGES, OTHER REACTIONS",
        "description_tex": "MIXED CHARGES, OTHER REACTIONS",
        "pdgId": "M009W7"
    },
    {
        "description": "CHARGED ONLY, HADROPRODUCED",
        "description_tex": "CHARGED ONLY, HADROPRODUCED",
        "pdgId": "M009W2"
    },
    {
        "description": "NEUTRAL ONLY, PHOTOPRODUCED",
        "description_tex": "NEUTRAL ONLY, PHOTOPRODUCED",
        "pdgId": "M009W0P"
    },
    {
        "description": "NEUTRAL ONLY, OTHER REACTIONS",
        "description_tex": "NEUTRAL ONLY, OTHER REACTIONS",
        "pdgId": "M009W0R"
    },
    {
        "description": "width(rho(770)0)-width(rho(770)+-)",
        "description_tex": "${\\Gamma}_{{\\mathit \\rho}{(770)}^{0}}-{\\Gamma}_{{\\mathit \\rho}{(770)}^{\\pm}}$",
        "pdgId": "M009W6"
    },
    {
        "description": "width(rho(770)+)-width(rho(770)-)",
        "description_tex": "${\\Gamma}_{{\\mathit \\rho}{(770)}^{+}}-{\\Gamma}_{{\\mathit \\rho}{(770)}^{-}}$",
        "pdgId": "M009W16"
    },
    {
        "description": "G(rho(770) --> pi+- gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}})$",
        "pdgId": "M009W3"
    },
    {
        "description": "G(rho(770) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M009W31"
    },
    {
        "description": "G(rho(770) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M009W32"
    },
    {
        "description": "G(rho(770) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M009W4"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M009W33"
    },
    {
        "description": "G(rho(770) --> e+ e-)/G(total) * G(rho(770) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009G4"
    },
    {
        "description": "G(rho(770) --> e+ e-)/G(total) * G(rho(770) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009G1"
    },
    {
        "description": "G(rho(770) --> e+ e-)/G(total) * G(rho(770) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009G2"
    },
    {
        "description": "G(rho(770) --> e+ e-)/G(total) * G(rho(770) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009G3"
    },
    {
        "description": "G(rho(770) --> pi+- eta)/G(rho(770) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M009R4"
    },
    {
        "description": "G(rho(770) --> pi+- pi+ pi- pi0)/G(rho(770) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M009R1"
    },
    {
        "description": "G(rho(770) --> pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R12"
    },
    {
        "description": "G(rho(770) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R9"
    },
    {
        "description": "G(rho(770) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R7"
    },
    {
        "description": "G(rho(770) --> pi0 pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R14"
    },
    {
        "description": "G(rho(770) --> mu+ mu-)/G(rho(770) --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M009R5"
    },
    {
        "description": "G(rho(770) --> e+ e-)/G(rho(770) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M009R3"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R10"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi0)/G(rho(770) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M009R6"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R13"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi+ pi-)/G(rho(770) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M009R11"
    },
    {
        "description": "G(rho(770) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R8"
    },
    {
        "description": "G(rho(770) --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R15"
    },
    {
        "description": "G(rho(770) --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M009R16"
    },
    {
        "description": "rho(770) --> pi pi",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M009.1"
    },
    {
        "description": "rho(770) --> pi+- pi0",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M009.11"
    },
    {
        "description": "rho(770) --> pi+- gamma",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}}$",
        "pdgId": "M009.3"
    },
    {
        "description": "rho(770) --> pi+- eta",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "M009.5"
    },
    {
        "description": "rho(770) --> pi+- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M009.21"
    },
    {
        "description": "rho(770) --> pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M009.12"
    },
    {
        "description": "rho(770) --> pi+ pi- gamma",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M009.60"
    },
    {
        "description": "rho(770) --> pi0 gamma",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M009.40"
    },
    {
        "description": "rho(770) --> eta gamma",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M009.8"
    },
    {
        "description": "rho(770) --> pi0 pi0 gamma",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M009.80"
    },
    {
        "description": "rho(770) --> mu+ mu-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M009.6"
    },
    {
        "description": "rho(770) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009.4"
    },
    {
        "description": "rho(770) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M009.7"
    },
    {
        "description": "rho(770) --> pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M009.22"
    },
    {
        "description": "rho(770) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M009.30"
    },
    {
        "description": "rho(770) --> pi0 e+ e-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009.9"
    },
    {
        "description": "rho(770) --> eta e+ e-",
        "description_tex": "${{\\mathit \\rho}{(770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M009.10"
    },
    {
        "description": "omega(782)",
        "description_tex": "${{\\mathit \\omega}{(782)}}$",
        "pdgId": "M001"
    },
    {
        "description": "omega(782) MASS",
        "description_tex": "${{\\mathit \\omega}{(782)}}$ MASS",
        "pdgId": "M001M"
    },
    {
        "description": "omega(782) WIDTH",
        "description_tex": "${{\\mathit \\omega}{(782)}}$ WIDTH",
        "pdgId": "M001W"
    },
    {
        "description": "G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001W1"
    },
    {
        "description": "G(omega(782) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M001W2"
    },
    {
        "description": "G(omega(782) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M001W7"
    },
    {
        "description": "G(omega(782) --> pi+ pi- pi0) * G(omega(782) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R02"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total) * G(omega(782) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001G2"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total) * G(omega(782) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001G4"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total) * G(omega(782) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001G5"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total) * G(omega(782) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001G3"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total) * G(omega(782) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001G01"
    },
    {
        "description": "G(omega(782) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R21"
    },
    {
        "description": "G(omega(782) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R28"
    },
    {
        "description": "G(omega(782) --> pi0 gamma)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R3"
    },
    {
        "description": "G(omega(782) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R15"
    },
    {
        "description": "G(omega(782) --> pi+ pi-)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R2"
    },
    {
        "description": "G(omega(782) --> pi+ pi-)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R33"
    },
    {
        "description": "G(omega(782) --> neutrals)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R14"
    },
    {
        "description": "G(omega(782) --> neutrals)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals$)/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R1"
    },
    {
        "description": "G(omega(782) --> pi0 gamma)/G(omega(782) --> neutrals)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals$)$",
        "pdgId": "M001R18"
    },
    {
        "description": "G(omega(782) --> neutrals)/G(omega(782) --> charged particles)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals$)/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   charged particles$)$",
        "pdgId": "M001R9"
    },
    {
        "description": "G(omega(782) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R19"
    },
    {
        "description": "G(omega(782) --> eta gamma)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R11"
    },
    {
        "description": "G(omega(782) --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R23"
    },
    {
        "description": "G(omega(782) --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R12"
    },
    {
        "description": "G(omega(782) --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R34"
    },
    {
        "description": "G(omega(782) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R13"
    },
    {
        "description": "G(omega(782) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R5"
    },
    {
        "description": "G(omega(782) --> pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R22"
    },
    {
        "description": "G(omega(782) --> pi+ pi- gamma)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R4"
    },
    {
        "description": "G(omega(782) --> pi+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R24"
    },
    {
        "description": "G(omega(782) --> pi0 pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R29"
    },
    {
        "description": "G(omega(782) --> pi0 pi0 gamma)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R10"
    },
    {
        "description": "G(omega(782) --> pi0 pi0 gamma)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R7"
    },
    {
        "description": "G(omega(782) --> pi0 pi0 gamma)/G(omega(782) --> neutrals)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals$)$",
        "pdgId": "M001R17"
    },
    {
        "description": "G(omega(782) --> eta pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R32"
    },
    {
        "description": "G(omega(782) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R30"
    },
    {
        "description": "G(omega(782) --> mu+ mu-)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R6"
    },
    {
        "description": "G(omega(782) --> pi0 mu+ mu-)/G(omega(782) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M001R20"
    },
    {
        "description": "G(omega(782) --> 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R27"
    },
    {
        "description": "G(omega(782) --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R25"
    },
    {
        "description": "[G(omega(782) --> eta gamma)+ G(omega(782) --> eta pi0)]/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})\\rbrack{}/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R8"
    },
    {
        "description": "G(omega(782) --> eta pi0)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R35"
    },
    {
        "description": "G(omega(782) --> 2pi0)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R36"
    },
    {
        "description": "G(omega(782) --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M001R26"
    },
    {
        "description": "G(omega(782) --> 3pi0)/G(omega(782) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M001R37"
    },
    {
        "description": "G(omega(782) --> 3pi0)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R31"
    },
    {
        "description": "G(omega(782) --> invisible)/G(omega(782) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M001R01"
    },
    {
        "description": "PARAMETER Lambda IN omega --> pi0 lepton+ lepton- DECAY",
        "description_tex": "PARAMETER $\\Lambda $ IN ${{\\mathit \\omega}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$ DECAY",
        "pdgId": "M001230"
    },
    {
        "description": "PARAMETER Lambda IN omega --> pi0 mu+ mu- DECAY",
        "description_tex": "PARAMETER $\\Lambda $ IN ${{\\mathit \\omega}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ DECAY",
        "pdgId": "M001LAM"
    },
    {
        "description": "PARAMETER Lambda IN omegatopi^0 e^+ e^- DECAY",
        "description_tex": "PARAMETER LambdaIN omega\\to\\pi^0 e^+ e^-DECAY",
        "pdgId": "M001A02"
    },
    {
        "description": "ENERGY DEPENDENCE OF omega --> pi+ pi- pi0 DALITZ PLOT",
        "description_tex": "ENERGY DEPENDENCE OF ${{\\mathit \\omega}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ DALITZ PLOT",
        "pdgId": "M001A00"
    },
    {
        "description": "omega(782) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M001.1"
    },
    {
        "description": "omega(782) --> pi0 gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M001.3"
    },
    {
        "description": "omega(782) --> pi+ pi-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M001.2"
    },
    {
        "description": "omega(782) --> neutrals (excluding pi0 gamma)",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   neutrals (excluding  ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$ )",
        "pdgId": "M001.13"
    },
    {
        "description": "omega(782) --> eta gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M001.6"
    },
    {
        "description": "omega(782) --> pi0 e+ e-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M001.14"
    },
    {
        "description": "omega(782) --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M001.11"
    },
    {
        "description": "omega(782) --> eta e+ e-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M001.18"
    },
    {
        "description": "omega(782) --> e+ e-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M001.7"
    },
    {
        "description": "omega(782) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M001.12"
    },
    {
        "description": "omega(782) --> pi+ pi- gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M001.4"
    },
    {
        "description": "omega(782) --> pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M001.15"
    },
    {
        "description": "omega(782) --> pi0 pi0 gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M001.5"
    },
    {
        "description": "omega(782) --> eta pi0 gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M001.17"
    },
    {
        "description": "omega(782) --> mu+ mu-",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M001.8"
    },
    {
        "description": "omega(782) --> 3gamma",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "M001.10"
    },
    {
        "description": "omega(782) --> eta pi0",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M001.9"
    },
    {
        "description": "omega(782) --> 2pi0",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M001.193"
    },
    {
        "description": "omega(782) --> 3pi0",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M001.16"
    },
    {
        "description": "omega(782) --> invisible",
        "description_tex": "${{\\mathit \\omega}{(782)}}$   $\\rightarrow$   invisible",
        "pdgId": "M001.194"
    },
    {
        "description": "eta^'(958)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M002"
    },
    {
        "description": "eta'(958) MASS",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$ MASS",
        "pdgId": "M002M"
    },
    {
        "description": "eta'(958) WIDTH",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$ WIDTH",
        "pdgId": "M002W"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M002W4"
    },
    {
        "description": "G(eta'(958) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M002W1"
    },
    {
        "description": "G(eta'(958) --> gamma gamma) * G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M002G1"
    },
    {
        "description": "G(eta'(958) --> gamma gamma) * G(eta'(958) --> pi0 pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002G2"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- eta) * G(eta'(958) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002G01"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R47"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- eta(charged decay))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$ (charged decay)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R3"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- eta(neutral decay))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$ (neutral decay)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R1"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R6"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R66"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R43"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/G(eta'(958) --> pi+ pi- eta(neutral decay))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$ (neutral decay)$)$",
        "pdgId": "M002R27"
    },
    {
        "description": "G(eta'(958) --> pi0 pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R48"
    },
    {
        "description": "G(eta'(958) --> pi0 pi0 eta (3pi0  decay))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$ (3 ${{\\mathit \\pi}^{0}}$  decay)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R26"
    },
    {
        "description": "G(eta'(958) --> pi0 pi0 eta)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R45"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/G(eta'(958) --> pi pi eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\eta}})$",
        "pdgId": "M002R7"
    },
    {
        "description": "G(eta'(958) --> omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R49"
    },
    {
        "description": "G(eta'(958) --> omega gamma)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R17"
    },
    {
        "description": "G(eta'(958) --> omega gamma)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R33"
    },
    {
        "description": "G(eta'(958) --> omega e+ e-)/G(eta'(958) --> omega gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})$",
        "pdgId": "M002R60"
    },
    {
        "description": "G(eta'(958) --> omega e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R59"
    },
    {
        "description": "G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))/[G(eta'(958) --> pi+ pi- eta)+ G(eta'(958) --> pi0 pi0 eta)+ G(eta'(958) --> omega gamma)]",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))/[\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$+ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$+ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M002R18"
    },
    {
        "description": "[G(eta'(958) --> pi0 pi0 eta (charged decay))/G(total)+ G(eta'(958) --> omega (charged decay) gamma)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$ (charged decay)$)/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$ (charged decay)  ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R4"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- neutrals)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ neutrals$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R2"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R19"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R46"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)/G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))$",
        "pdgId": "M002R42"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R38"
    },
    {
        "description": "G(eta'(958) --> gamma gamma)/G(eta'(958) --> pi0 pi0 eta(neutral decay))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$ (neutral decay)$)$",
        "pdgId": "M002R28"
    },
    {
        "description": "G(eta'(958) --> neutrals)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   neutrals$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R5"
    },
    {
        "description": "G(eta'(958) --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R55"
    },
    {
        "description": "G(eta'(958) --> 3pi0)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R32"
    },
    {
        "description": "G(eta'(958) --> mu+ mu- gamma)/G(eta'(958) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M002R29"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R50"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- mu+ mu-)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R03"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- mu+ mu-)/G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))$",
        "pdgId": "M002R57"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R21"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- pi0)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R01"
    },
    {
        "description": "G(eta'(958) --> (pi+ pi- pi0 ) S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)  S-wave$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R63"
    },
    {
        "description": "G(eta'(958) --> pi-+ rho+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R62"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R24"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-))/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R04"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R51"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- 2pi0)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R05"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-)  neutrals)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)   neutrals$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R22"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R23"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-) pi0)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R06"
    },
    {
        "description": "G(eta'(958) --> 2(pi+ pi-) 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R16"
    },
    {
        "description": "G(eta'(958) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R07"
    },
    {
        "description": "G(eta'(958) --> 3(pi+ pi-))/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R08"
    },
    {
        "description": "G(eta'(958) --> K+- pi-+)/G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))$",
        "pdgId": "M002R61"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R12"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- e+ e-)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R02"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- e+ e-)/G(eta'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma))",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}))$",
        "pdgId": "M002R56"
    },
    {
        "description": "G(eta'(958) --> pi+ e- nu(e) + c.c.)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.$)/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R54"
    },
    {
        "description": "G(eta'(958) --> gamma e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R40"
    },
    {
        "description": "G(eta'(958) --> gamma e+ e-)/G(eta'(958) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M002R00"
    },
    {
        "description": "G(eta'(958) --> pi0 gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R64"
    },
    {
        "description": "G(eta'(958) --> pi0 gamma gamma)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R35"
    },
    {
        "description": "G(eta'(958) --> pi0 gamma gamma (non resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$ (non resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R65"
    },
    {
        "description": "G(eta'(958) --> eta gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R67"
    },
    {
        "description": "G(eta'(958) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R58"
    },
    {
        "description": "G(eta'(958) --> 4pi0)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R37"
    },
    {
        "description": "G(eta'(958) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R39"
    },
    {
        "description": "G(eta'(958) --> e+ e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R68"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- e+ e-)/G(eta'(958) --> pi+ pi- mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M002R70"
    },
    {
        "description": "G(eta'(958) --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R52"
    },
    {
        "description": "G(eta'(958) --> invisible)/G(eta'(958) --> pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "M002R09"
    },
    {
        "description": "G(eta'(958) --> invisible)/G(eta'(958) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M002R44"
    },
    {
        "description": "G(eta'(958) --> gamma Dark Photon)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ Dark Photon$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R72"
    },
    {
        "description": "G(eta'(958) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R20"
    },
    {
        "description": "G(eta'(958) --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R53"
    },
    {
        "description": "G(eta'(958) --> pi0 pi0)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R36"
    },
    {
        "description": "G(eta'(958) --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R8"
    },
    {
        "description": "G(eta'(958) --> pi0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R10"
    },
    {
        "description": "G(eta'(958) --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R9"
    },
    {
        "description": "G(eta'(958) --> 3gamma)/G(eta'(958) --> pi0 pi0 eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "M002R34"
    },
    {
        "description": "G(eta'(958) --> mu+ mu- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R31"
    },
    {
        "description": "G(eta'(958) --> mu+ mu- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R30"
    },
    {
        "description": "G(eta'(958) --> e mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\mu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M002R41"
    },
    {
        "description": "G(eta'(958) --> pi+ pi- ALP --> pi+ pi- e+ e-)/G(eta'(958) --> pi+ pi- e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ALP $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M002R73"
    },
    {
        "description": "eta^'(958) --> eta pi pi DECAY PARAMETERS |MATRIX ELEMENT|**2 = |1 + alpha*Y|**2 + C*X + D*X**2",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ DECAY PARAMETERS $\\vert $MATRIX ELEMENT$\\vert ^2$ = $\\vert $1 + $\\alpha {}\\mathit Y\\vert ^2$ + $\\mathit C{}\\mathit X$ + $\\mathit D{}\\mathit X{}^{2}$",
        "pdgId": "M002225"
    },
    {
        "description": "Re(alpha) decay parameter",
        "description_tex": "$\\mathit Re(\\alpha $) decay parameter",
        "pdgId": "M002A0"
    },
    {
        "description": "Im(alpha) decay parameter",
        "description_tex": "$\\mathit Im(\\alpha $) decay parameter",
        "pdgId": "M002IA0"
    },
    {
        "description": "C decay parameter",
        "description_tex": "$\\mathit C$ decay parameter",
        "pdgId": "M002C0"
    },
    {
        "description": "D decay parameter",
        "description_tex": "$\\mathit D$ decay parameter",
        "pdgId": "M002D0"
    },
    {
        "description": "eta^'(958) --> eta pi pi DECAY PARAMETERS |MATRIX ELEMENT|**2 is proportional to 1 + a Y + b Y**2 + c X + d X**2",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ DECAY PARAMETERS $\\vert $MATRIX ELEMENT$\\vert ^2$ ${}\\propto$ 1 + $\\mathit a~Y$ + $\\mathit b~Y{}^{2}$ + $\\mathit c~X$ + $\\mathit d~X{}^{2}$",
        "pdgId": "M002227"
    },
    {
        "description": "a decay parameter",
        "description_tex": "$\\mathit a$ decay parameter",
        "pdgId": "M002DPA"
    },
    {
        "description": "b decay parameter",
        "description_tex": "$\\mathit b$ decay parameter",
        "pdgId": "M002DPB"
    },
    {
        "description": "c decay parameter",
        "description_tex": "$\\mathit c$ decay parameter",
        "pdgId": "M002DPC"
    },
    {
        "description": "d decay parameter",
        "description_tex": "$\\mathit d$ decay parameter",
        "pdgId": "M002DPD"
    },
    {
        "description": "eta^'(958) beta PARAMETER |MATRIX ELEMENT|**2 = (1 + 2betaZ)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$ $\\beta $ PARAMETER $\\vert $MATRIX ELEMENT$\\vert ^2$ = (1 + 2$\\beta {{\\mathit Z}}$)",
        "pdgId": "M002226"
    },
    {
        "description": "beta decay parameter",
        "description_tex": "$\\beta $ decay parameter",
        "pdgId": "M002B0"
    },
    {
        "description": "eta^'(958) **C-NONCONSERVING DECAY PARAMETER",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}{}^{C}$-NONCONSERVING DECAY PARAMETER",
        "pdgId": "M002235"
    },
    {
        "description": "DECAY ASYMMETRY PARAMETER FOR pi+ pi- gamma",
        "description_tex": "DECAY ASYMMETRY PARAMETER FOR ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M002A"
    },
    {
        "description": "eta'(958) --> gamma lepton+ lepton- TRANSITION FORM FACTOR SLOPE",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$ TRANSITION FORM FACTOR SLOPE",
        "pdgId": "M002FFL"
    },
    {
        "description": "eta^'(958) --> pi+ pi- eta",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M002.1"
    },
    {
        "description": "eta^'(958) --> rho0 gamma (including non-resonant pi+ pi- gamma)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$ (including non-resonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$)",
        "pdgId": "M002.9"
    },
    {
        "description": "eta^'(958) --> rho0 gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.213"
    },
    {
        "description": "eta^'(958) --> pi0 pi0 eta",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M002.2"
    },
    {
        "description": "eta^'(958) --> omega gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.7"
    },
    {
        "description": "eta^'(958) --> omega e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.205"
    },
    {
        "description": "eta^'(958) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.6"
    },
    {
        "description": "eta^'(958) --> 3pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.8"
    },
    {
        "description": "eta^'(958) --> mu+ mu- gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.20"
    },
    {
        "description": "eta^'(958) --> pi+ pi- mu+ mu-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M002.201"
    },
    {
        "description": "eta^'(958) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.121"
    },
    {
        "description": "eta^'(958) --> (pi+ pi- pi0 ) S-wave",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)  S-wave",
        "pdgId": "M002.211"
    },
    {
        "description": "eta^'(958) --> pi-+ rho+-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}^{\\pm}}$",
        "pdgId": "M002.210"
    },
    {
        "description": "eta^'(958) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M002.131"
    },
    {
        "description": "eta^'(958) --> pi+ pi- 2pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.202"
    },
    {
        "description": "eta^'(958) --> 2(pi+ pi-)  neutrals",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)   neutrals",
        "pdgId": "M002.132"
    },
    {
        "description": "eta^'(958) --> 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.141"
    },
    {
        "description": "eta^'(958) --> 2(pi+ pi-) 2pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.15"
    },
    {
        "description": "eta^'(958) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M002.203"
    },
    {
        "description": "eta^'(958) --> K+- pi-+",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M002.207"
    },
    {
        "description": "eta^'(958) --> pi+ pi- e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.10"
    },
    {
        "description": "eta^'(958) --> pi+ e- nu_e + c.c.",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.",
        "pdgId": "M002.204"
    },
    {
        "description": "eta^'(958) --> gamma e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.28"
    },
    {
        "description": "eta^'(958) --> pi0 gamma gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.24"
    },
    {
        "description": "eta^'(958) --> pi0 gamma gamma (non resonant)",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$ (non resonant)",
        "pdgId": "M002.212"
    },
    {
        "description": "eta^'(958) --> eta gamma gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M002.214"
    },
    {
        "description": "eta^'(958) --> 4pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.26"
    },
    {
        "description": "eta^'(958) --> e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.150"
    },
    {
        "description": "eta^'(958) --> e+ e- e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.215"
    },
    {
        "description": "eta^'(958) --> invisible",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   invisible",
        "pdgId": "M002.200"
    },
    {
        "description": "eta^'(958) --> gamma Dark Photon",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ Dark Photon",
        "pdgId": "M002.217"
    },
    {
        "description": "eta^'(958) --> pi+ pi-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M002.111"
    },
    {
        "description": "eta^'(958) --> pi0 pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.25"
    },
    {
        "description": "eta^'(958) --> pi0 e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.16"
    },
    {
        "description": "eta^'(958) --> pi0 rho0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M002.18"
    },
    {
        "description": "eta^'(958) --> eta e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.17"
    },
    {
        "description": "eta^'(958) --> 3gamma",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "M002.23"
    },
    {
        "description": "eta^'(958) --> mu+ mu- pi0",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M002.22"
    },
    {
        "description": "eta^'(958) --> mu+ mu- eta",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M002.21"
    },
    {
        "description": "eta^'(958) --> e mu",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\mu}}$",
        "pdgId": "M002.27"
    },
    {
        "description": "eta^'(958) --> pi+ pi- ALP --> pi+ pi- e+ e-",
        "description_tex": "${{\\mathit \\eta}^{\\,'}{(958)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ALP $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M002.218"
    },
    {
        "description": "f_0(980)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M003"
    },
    {
        "description": "f_0(980) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M003PP"
    },
    {
        "description": "f_0(980) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$ MASS",
        "pdgId": "M003M1"
    },
    {
        "description": "f_0(980) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$ WIDTH",
        "pdgId": "M003W1"
    },
    {
        "description": "G(f_0(980) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M003W4"
    },
    {
        "description": "G(f_0(980) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M003W3"
    },
    {
        "description": "G(f_0(980) --> pi pi)/[G(f_0(980) --> pi pi)+ G(f_0(980) --> K Kbar)]",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/[\\Gamma({{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})\\rbrack{}$",
        "pdgId": "M003R1"
    },
    {
        "description": "f_0(980) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M003.2"
    },
    {
        "description": "f_0(980) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M003.1"
    },
    {
        "description": "f_0(980) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M003.5"
    },
    {
        "description": "f_0(980) --> e+ e-",
        "description_tex": "${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M003.4"
    },
    {
        "description": "a_0(980)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "M036"
    },
    {
        "description": "a_0(980) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M036PP"
    },
    {
        "description": "a_{{0}}(980) MASS",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$ MASS",
        "pdgId": "M036205"
    },
    {
        "description": "a_0(980) MASS",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$ MASS",
        "pdgId": "M036MX"
    },
    {
        "description": "eta pi FINAL STATE ONLY",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}$ FINAL STATE ONLY",
        "pdgId": "M036M1"
    },
    {
        "description": "K Kbar ONLY",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ ONLY",
        "pdgId": "M036M2"
    },
    {
        "description": "a_{{0}}(980) WIDTH",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$ WIDTH",
        "pdgId": "M036210"
    },
    {
        "description": "a_0(980) WIDTH",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$ WIDTH",
        "pdgId": "M036W1"
    },
    {
        "description": "K Kbar ONLY",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ ONLY",
        "pdgId": "M036W2"
    },
    {
        "description": "G(a_0(980) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M036W4"
    },
    {
        "description": "G(a_0(980) --> eta pi) * G(a_0(980) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M036G1"
    },
    {
        "description": "G(a_0(980) --> eta pi) * G(a_0(980) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M036G2"
    },
    {
        "description": "G(a_0(980) --> K Kbar)/G(a_0(980) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M036R2"
    },
    {
        "description": "G(a_0(980) --> eta' pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M036R00"
    },
    {
        "description": "G(a_0(980) --> rho pi)/G(a_0(980) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M036R1"
    },
    {
        "description": "a_0(980) --> eta pi",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M036.1"
    },
    {
        "description": "a_0(980) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M036.3"
    },
    {
        "description": "a_0(980) --> eta^' pi",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}}$",
        "pdgId": "M036.8"
    },
    {
        "description": "a_0(980) --> rho pi",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M036.2"
    },
    {
        "description": "a_0(980) --> gamma gamma",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M036.5"
    },
    {
        "description": "a_0(980) --> e+ e-",
        "description_tex": "${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M036.6"
    },
    {
        "description": "phi(1020)",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$",
        "pdgId": "M004"
    },
    {
        "description": "phi(1020) MASS",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$ MASS",
        "pdgId": "M004M"
    },
    {
        "description": "phi(1020) WIDTH",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$ WIDTH",
        "pdgId": "M004W"
    },
    {
        "description": "G(phi(1020) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M004W6"
    },
    {
        "description": "G(phi(1020) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M004W7"
    },
    {
        "description": "G(phi(1020) --> lepton+ lepton-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})$",
        "pdgId": "M004W5"
    },
    {
        "description": "G(phi(1020) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M004W8"
    },
    {
        "description": "G(phi(1020) --> e+ e-)*G(phi(1020) --> mu+ mu-)***1/2",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}){\\times }\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}){\\times }{}^{1/2{}}$",
        "pdgId": "M004W9"
    },
    {
        "description": "G(phi(1020) --> K+ K-) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G01"
    },
    {
        "description": "G(phi(1020) --> K0L K0S) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004GXX"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R03"
    },
    {
        "description": "G(phi(1020) --> K+ K-)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G10"
    },
    {
        "description": "G(phi(1020) --> K0L K0S)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G6"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G7"
    },
    {
        "description": "G(phi(1020) --> eta gamma)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G2"
    },
    {
        "description": "G(phi(1020) --> pi0 gamma)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G3"
    },
    {
        "description": "G(phi(1020) --> mu+ mu-)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G5"
    },
    {
        "description": "G(phi(1020) --> pi+ pi-)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G4"
    },
    {
        "description": "G(phi(1020) --> omega pi0)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G11"
    },
    {
        "description": "G(phi(1020) --> pi0 pi0 gamma)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G9"
    },
    {
        "description": "G(phi(1020) --> pi+ pi- pi+ pi-)/G(total) * G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004G8"
    },
    {
        "description": "G(phi(1020) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R1"
    },
    {
        "description": "G(phi(1020) --> K0L K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R2"
    },
    {
        "description": "G(phi(1020) --> K0L K0S)/G(phi(1020) --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M004R19"
    },
    {
        "description": "G(phi(1020) --> K0L K0S)/G(phi(1020) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M004R5"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R3"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0)/G(phi(1020) --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M004R20"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0)/G(phi(1020) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M004R6"
    },
    {
        "description": "G(phi(1020) --> rho pi + pi+ pi- pi0)/G(phi(1020) --> K0L K0S)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)$",
        "pdgId": "M004R7"
    },
    {
        "description": "G(phi(1020) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R46"
    },
    {
        "description": "G(phi(1020) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R11"
    },
    {
        "description": "G(phi(1020) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R17"
    },
    {
        "description": "G(phi(1020) --> eta gamma)/G(phi(1020) --> pi0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M004R42"
    },
    {
        "description": "G(phi(1020) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R16"
    },
    {
        "description": "G(phi(1020) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R10"
    },
    {
        "description": "G(phi(1020) --> mu+ mu-)/G(phi(1020) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M004R04"
    },
    {
        "description": "G(phi(1020) --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R24"
    },
    {
        "description": "G(phi(1020) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R18"
    },
    {
        "description": "G(phi(1020) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R28"
    },
    {
        "description": "G(phi(1020) --> omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R14"
    },
    {
        "description": "G(phi(1020) --> rho gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R15"
    },
    {
        "description": "G(phi(1020) --> pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R12"
    },
    {
        "description": "G(phi(1020) --> f_0(980) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R30"
    },
    {
        "description": "G(phi(1020) --> f_0(980) gamma)/G(phi(1020) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M004R44"
    },
    {
        "description": "G(phi(1020) --> pi0 pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R26"
    },
    {
        "description": "G(phi(1020) --> pi0 pi0 gamma)/G(phi(1020) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M004R39"
    },
    {
        "description": "G(phi(1020) --> pi+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R22"
    },
    {
        "description": "G(phi(1020) --> pi+ pi+ pi- pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R27"
    },
    {
        "description": "G(phi(1020) --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R31"
    },
    {
        "description": "G(phi(1020) --> pi0 eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R32"
    },
    {
        "description": "G(phi(1020) --> a_0(980) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R33"
    },
    {
        "description": "G(phi(1020) --> f_0(980) gamma)/G(phi(1020) --> a_0(980) gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\gamma}})$",
        "pdgId": "M004R47"
    },
    {
        "description": "G(phi(1020) --> K0 Kbar0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R48"
    },
    {
        "description": "G(phi(1020) --> eta'(958) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R25"
    },
    {
        "description": "G(phi(1020) --> eta'(958) gamma)/G(phi(1020) --> K0L K0S)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)$",
        "pdgId": "M004R43"
    },
    {
        "description": "G(phi(1020) --> eta'(958) gamma)/G(phi(1020) --> eta gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$",
        "pdgId": "M004R34"
    },
    {
        "description": "G(phi(1020) --> eta pi0 pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R36"
    },
    {
        "description": "G(phi(1020) --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R35"
    },
    {
        "description": "G(phi(1020) --> rho gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R37"
    },
    {
        "description": "G(phi(1020) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R38"
    },
    {
        "description": "G(phi(1020) --> eta mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R45"
    },
    {
        "description": "G(phi(1020) --> eta U --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R01"
    },
    {
        "description": "G(phi(1020) --> invisible)/G(phi(1020) --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M004R02"
    },
    {
        "description": "G(phi(1020) --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M004R29"
    },
    {
        "description": "pi+ pi- pi0 / rho pi AMPLITUDE RATIO a_1 IN DECAY OF phi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ / ${{\\mathit \\rho}}{{\\mathit \\pi}}$ AMPLITUDE RATIO ${{\\mathit a}_{{{1}}}}$ IN DECAY OF $~{{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M004D1"
    },
    {
        "description": "PARAMETER beta IN phi --> P e+ e- DECAYS",
        "description_tex": "PARAMETER $\\beta $ IN ${{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit P}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAYS",
        "pdgId": "M004230"
    },
    {
        "description": "PARAMETER beta IN phi --> pi0 e+ e- DECAY",
        "description_tex": "PARAMETER $\\beta $ IN ${{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAY",
        "pdgId": "M004A00"
    },
    {
        "description": "PARAMETER beta IN phi --> eta e+ e- DECAY",
        "description_tex": "PARAMETER $\\beta $ IN ${{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAY",
        "pdgId": "M004BFP"
    },
    {
        "description": "phi(1020) --> K+ K-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M004.1"
    },
    {
        "description": "phi(1020) --> K0L K0S",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M004.2"
    },
    {
        "description": "phi(1020) --> rho pi + pi+ pi- pi0",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{+}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M004.24"
    },
    {
        "description": "phi(1020) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M004.3"
    },
    {
        "description": "phi(1020) --> eta gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.4"
    },
    {
        "description": "phi(1020) --> pi0 gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.7"
    },
    {
        "description": "phi(1020) --> lepton+ lepton-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "M004.256"
    },
    {
        "description": "phi(1020) --> e+ e-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M004.5"
    },
    {
        "description": "phi(1020) --> mu+ mu-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M004.6"
    },
    {
        "description": "phi(1020) --> eta e+ e-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M004.17"
    },
    {
        "description": "phi(1020) --> pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M004.8"
    },
    {
        "description": "phi(1020) --> omega pi0",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M004.25"
    },
    {
        "description": "phi(1020) --> omega gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.10"
    },
    {
        "description": "phi(1020) --> rho gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.12"
    },
    {
        "description": "phi(1020) --> pi+ pi- gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.9"
    },
    {
        "description": "phi(1020) --> f_0(980) gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.20"
    },
    {
        "description": "phi(1020) --> pi0 pi0 gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.19"
    },
    {
        "description": "phi(1020) --> pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M004.15"
    },
    {
        "description": "phi(1020) --> pi+ pi+ pi- pi- pi0",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M004.14"
    },
    {
        "description": "phi(1020) --> pi0 e+ e-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M004.21"
    },
    {
        "description": "phi(1020) --> pi0 eta gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.22"
    },
    {
        "description": "phi(1020) --> a_0(980) gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.23"
    },
    {
        "description": "phi(1020) --> K0 Kbar0 gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.257"
    },
    {
        "description": "phi(1020) --> eta^'(958) gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.194"
    },
    {
        "description": "phi(1020) --> eta pi0 pi0 gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.195"
    },
    {
        "description": "phi(1020) --> mu+ mu- gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.196"
    },
    {
        "description": "phi(1020) --> rho gamma gamma",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M004.250"
    },
    {
        "description": "phi(1020) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M004.255"
    },
    {
        "description": "phi(1020) --> eta mu+ mu-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M004.26"
    },
    {
        "description": "phi(1020) --> eta U --> eta e+ e-",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M004.259"
    },
    {
        "description": "phi(1020) --> invisible",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   invisible",
        "pdgId": "M004.260"
    },
    {
        "description": "phi(1020) --> e+- mu-+",
        "description_tex": "${{\\mathit \\phi}{(1020)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "M004.258"
    },
    {
        "description": "h_1(1170)",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1170)}}$",
        "pdgId": "M030"
    },
    {
        "description": "h_1(1170) MASS",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1170)}}$ MASS",
        "pdgId": "M030M"
    },
    {
        "description": "h_1(1170) WIDTH",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1170)}}$ WIDTH",
        "pdgId": "M030W"
    },
    {
        "description": "G(h_1(1170) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{1}}}{(1170)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M030R1"
    },
    {
        "description": "h_1(1170) --> rho pi",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1170)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M030.1"
    },
    {
        "description": "b_1(1235)",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$",
        "pdgId": "M011"
    },
    {
        "description": "b_1(1235) MASS",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$ MASS",
        "pdgId": "M011M"
    },
    {
        "description": "b_1(1235) WIDTH",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$ WIDTH",
        "pdgId": "M011W"
    },
    {
        "description": "G(b_1(1235) --> pi+- gamma)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}})$",
        "pdgId": "M011W3"
    },
    {
        "description": "b_1(1235) D-wave/S-wave AMPLITUDE RATIO IN DECAY OF b_1(1235) --> omega pi",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}{\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ AMPLITUDE RATIO IN DECAY OF ${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M011DS"
    },
    {
        "description": "b_1(1235) D-wave/S-wave AMPLITUDE PHASE DIFFERENCE IN DECAY OF b_1(1235) --> omega pi",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}{\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ AMPLITUDE PHASE DIFFERENCE IN DECAY OF ${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M011PH"
    },
    {
        "description": "G(b_1(1235) --> eta rho)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R9"
    },
    {
        "description": "G(b_1(1235) --> pi+ pi+ pi- pi0)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R1"
    },
    {
        "description": "G(b_1(1235) --> K*(892)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M011R10"
    },
    {
        "description": "G(b_1(1235) --> (K Kbar)+- pi0)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}{\\overline{\\mathit K}}}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R6"
    },
    {
        "description": "G(b_1(1235) --> K0S K0L pi+-)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{\\pm}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R8"
    },
    {
        "description": "G(b_1(1235) --> K0S K0S pi+-)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R7"
    },
    {
        "description": "G(b_1(1235) --> phi pi)/G(b_1(1235) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M011R4"
    },
    {
        "description": "b_1(1235) --> omega pi",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M011.1"
    },
    {
        "description": "b_1(1235) --> pi+- gamma",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}}$",
        "pdgId": "M011.9"
    },
    {
        "description": "b_1(1235) --> eta rho",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}}$",
        "pdgId": "M011.8"
    },
    {
        "description": "b_1(1235) --> pi+ pi+ pi- pi0",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M011.2"
    },
    {
        "description": "b_1(1235) --> K^*(892)+- K-+",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M011.74"
    },
    {
        "description": "b_1(1235) --> KKbar pi0",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}{\\overline{\\mathit K}}}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M011.71"
    },
    {
        "description": "b_1(1235) --> K0S K0L pi+-",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M011.73"
    },
    {
        "description": "b_1(1235) --> K0S K0S pi+-",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M011.72"
    },
    {
        "description": "b_1(1235) --> phi pi",
        "description_tex": "${{\\mathit b}_{{{1}}}{(1235)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}$",
        "pdgId": "M011.5"
    },
    {
        "description": "a_1(1260)",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$",
        "pdgId": "M010"
    },
    {
        "description": "a_1(1260) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M010PP"
    },
    {
        "description": "a_1(1260) MASS",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$ MASS",
        "pdgId": "M010M"
    },
    {
        "description": "a_1(1260) WIDTH",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$ WIDTH",
        "pdgId": "M010W"
    },
    {
        "description": "G(a_1(1260) --> pi gamma)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\gamma}})$",
        "pdgId": "M010W4"
    },
    {
        "description": "D-wave/S-wave AMPLITUDE RATIO IN DECAY OF a_1(1260) --> rho pi",
        "description_tex": "${\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ AMPLITUDE RATIO IN DECAY OF ${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M010DS"
    },
    {
        "description": "G(a_1(1260) --> ( rho pi )_S-wave  ,  rho --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R5"
    },
    {
        "description": "G(a_1(1260) --> ( rho pi )_D-wave  ,  rho --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit D{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R6"
    },
    {
        "description": "G(a_1(1260) --> ( rho(1450) pi )_S-wave  ,  rho --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R7"
    },
    {
        "description": "G(a_1(1260) --> ( rho(1450) pi )_D-wave  ,  rho --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$) $_{\\mathit D{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R8"
    },
    {
        "description": "G(a_1(1260) --> f_0(500) pi  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R9"
    },
    {
        "description": "G(a_1(1260) --> f_0(500) pi  ,  f_0 --> pi pi)/[G(a_1(1260) --> ( rho pi )_S-wave  ,  rho --> pi pi)+ G(a_1(1260) --> ( rho pi )_S-wave  ,  rho --> pi pi)]",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/[\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})\\rbrack{}$",
        "pdgId": "M010R4"
    },
    {
        "description": "G(a_1(1260) --> f_0(980) pi  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R10"
    },
    {
        "description": "G(a_1(1260) --> f_0(1370) pi  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R11"
    },
    {
        "description": "G(a_1(1260) --> f_2(1270) pi  ,  f_2 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R12"
    },
    {
        "description": "G(a_1(1260) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R00"
    },
    {
        "description": "G(a_1(1260) --> pi0 pi0 pi0)/G(a_1(1260) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M010R15"
    },
    {
        "description": "G(a_1(1260) --> K*(892) K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M010R13"
    },
    {
        "description": "a_1(1260) --> 3 pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  3  ${{\\mathit \\pi}}$",
        "pdgId": "M010.17"
    },
    {
        "description": "a_1(1260) --> ( rho pi )(S-wave) , rho --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.7"
    },
    {
        "description": "a_1(1260) --> ( rho pi )(D-wave) , rho --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{\\mathit D{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.8"
    },
    {
        "description": "a_1(1260) --> ( rho(1450) pi )(S-wave) , rho --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$) $_{\\mathit S{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.9"
    },
    {
        "description": "a_1(1260) --> ( rho(1450) pi )(D-wave) , rho --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$  (  ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$) $_{\\mathit D{\\mathrm {-wave}}}$   ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.10"
    },
    {
        "description": "a_1(1260) --> f_0(500) pi , f_0() --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.16"
    },
    {
        "description": "a_1(1260) --> f_0(980) pi , f_0() --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.11"
    },
    {
        "description": "a_1(1260) --> f_0(1370) pi , f_0() --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.12"
    },
    {
        "description": "a_1(1260) --> f_2(1270) pi , f_2() --> pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M010.13"
    },
    {
        "description": "a_1(1260) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M010.22"
    },
    {
        "description": "a_1(1260) --> pi0 pi0 pi0",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M010.23"
    },
    {
        "description": "a_1(1260) --> K K pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M010.18"
    },
    {
        "description": "a_1(1260) --> K^*(892) K",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}}$",
        "pdgId": "M010.14"
    },
    {
        "description": "a_1(1260) --> pi gamma",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1260)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\gamma}}$",
        "pdgId": "M010.4"
    },
    {
        "description": "f_2(1270)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M005"
    },
    {
        "description": "f_2(1270) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M005PP"
    },
    {
        "description": "f_2(1270) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$ MASS",
        "pdgId": "M005M"
    },
    {
        "description": "f_2(1270) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$ WIDTH",
        "pdgId": "M005W"
    },
    {
        "description": "G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005W1"
    },
    {
        "description": "G(f_2(1270) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M005W4"
    },
    {
        "description": "G(f_2(1270) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M005W7"
    },
    {
        "description": "G(f_2(1270) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M005W8"
    },
    {
        "description": "G(f_2(1270) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M005W9"
    },
    {
        "description": "G(f_2(1270) --> K Kbar) * G(f_2(1270) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005G1"
    },
    {
        "description": "G(f_2(1270) --> eta eta) * G(f_2(1270) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005G02"
    },
    {
        "description": "f_{{2}}(1270) Gamma(i)*Gamma(gamma gamma)/Gamma(total)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$ $\\Gamma\\mathrm {(i)}{}\\Gamma\\mathrm {({{\\mathit \\gamma}} {{\\mathit \\gamma}})}/\\Gamma\\mathrm {(total)}$",
        "pdgId": "M005223"
    },
    {
        "description": "Helicity-0/Helicity-2 RATIO IN gamma gamma --> f_2(1270) --> pi pi",
        "description_tex": "Helicity-0/Helicity-2 RATIO IN ${{\\mathit \\gamma}}$  ${{\\mathit \\gamma}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M005HR0"
    },
    {
        "description": "G(f_2(1270) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R10"
    },
    {
        "description": "G(f_2(1270) --> pi+ pi- 2pi0)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R2"
    },
    {
        "description": "G(f_2(1270) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R00"
    },
    {
        "description": "G(f_2(1270) --> K Kbar)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R3"
    },
    {
        "description": "G(f_2(1270) --> 2pi+ 2pi-)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R1"
    },
    {
        "description": "G(f_2(1270) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R7"
    },
    {
        "description": "G(f_2(1270) --> eta eta)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R6"
    },
    {
        "description": "G(f_2(1270) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R11"
    },
    {
        "description": "G(f_2(1270) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R13"
    },
    {
        "description": "G(f_2(1270) --> eta pi pi)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R5"
    },
    {
        "description": "G(f_2(1270) --> K0 K- pi+ + c.c.)/G(f_2(1270) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M005R4"
    },
    {
        "description": "G(f_2(1270) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M005R12"
    },
    {
        "description": "f_2(1270) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M005.1"
    },
    {
        "description": "f_2(1270) --> pi+ pi- 2pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M005.3"
    },
    {
        "description": "f_2(1270) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M005.4"
    },
    {
        "description": "f_2(1270) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M005.2"
    },
    {
        "description": "f_2(1270) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M005.7"
    },
    {
        "description": "f_2(1270) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M005.9"
    },
    {
        "description": "f_2(1270) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M005.8"
    },
    {
        "description": "f_2(1270) --> eta pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M005.6"
    },
    {
        "description": "f_2(1270) --> K0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M005.5"
    },
    {
        "description": "f_2(1270) --> e+ e-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M005.10"
    },
    {
        "description": "f_1(1285)",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "M008"
    },
    {
        "description": "f_1(1285) MASS",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$ MASS",
        "pdgId": "M008M"
    },
    {
        "description": "f_1(1285) WIDTH",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$ WIDTH",
        "pdgId": "M008W"
    },
    {
        "description": "G(f_1(1285) --> eta pi pi) * G(f_1(1285) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008G2"
    },
    {
        "description": "G(f_1(1285) --> eta pi pi) * G(f_1(1285) --> gamma gamma*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008G3"
    },
    {
        "description": "G(f_1(1285) --> K Kbar pi)/G(f_1(1285) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M008R1"
    },
    {
        "description": "G(f_1(1285) --> pi0 pi0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R18"
    },
    {
        "description": "G(f_1(1285) --> 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R17"
    },
    {
        "description": "G(f_1(1285) --> rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R19"
    },
    {
        "description": "G(f_1(1285) --> rho0 pi+ pi-)/G(f_1(1285) --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "M008R6"
    },
    {
        "description": "G(f_1(1285) --> rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R21"
    },
    {
        "description": "G(f_1(1285) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R8"
    },
    {
        "description": "G(f_1(1285) --> pi+ pi- pi0)/G(f_1(1285) --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M008R02"
    },
    {
        "description": "G(f_1(1285) --> eta pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R22"
    },
    {
        "description": "G(f_1(1285) --> 4pi)/G(f_1(1285) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M008R4"
    },
    {
        "description": "G(f_1(1285) --> 2pi+ 2pi-)/G(f_1(1285) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M008R04"
    },
    {
        "description": "G(f_1(1285) --> a_0(980) pi ~[ignoring a_0(980) --> K Kbar])/G(f_1(1285) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$ [ignoring ${{\\mathit a}_{{{0}}}{(980)}}$  $\\rightarrow$ ${{\\mathit K}}{{\\overline{\\mathit K}}}$ ]$)/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M008R3"
    },
    {
        "description": "G(f_1(1285) --> K Kbar pi)/G(f_1(1285) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M008R2"
    },
    {
        "description": "G(f_1(1285) --> K Kbar*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R5"
    },
    {
        "description": "G(f_1(1285) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R01"
    },
    {
        "description": "G(f_1(1285) --> rho+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R03"
    },
    {
        "description": "G(f_1(1285) --> gamma rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R15"
    },
    {
        "description": "G(f_1(1285) --> gamma rho0)/G(f_1(1285) --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "M008R13"
    },
    {
        "description": "G(f_1(1285) --> eta pi pi)/G(f_1(1285) --> gamma rho0)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})$",
        "pdgId": "M008R16"
    },
    {
        "description": "G(f_1(1285) --> gamma rho0)/G(f_1(1285) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M008R12"
    },
    {
        "description": "G(f_1(1285) --> phi gamma)/G(f_1(1285) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M008R9"
    },
    {
        "description": "G(f_1(1285) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M008R00"
    },
    {
        "description": "f_1(1285) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M008.21"
    },
    {
        "description": "f_1(1285) --> pi0 pi0 pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M008.22"
    },
    {
        "description": "f_1(1285) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M008.20"
    },
    {
        "description": "f_1(1285) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M008.191"
    },
    {
        "description": "f_1(1285) --> rho0 rho0",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M008.23"
    },
    {
        "description": "f_1(1285) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M008.7"
    },
    {
        "description": "f_1(1285) --> eta pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M008.198"
    },
    {
        "description": "f_1(1285) --> eta pi pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M008.3"
    },
    {
        "description": "f_1(1285) --> a_0(980) pi [ignoring a_0(980) --> K Kbar]",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$ [ignoring ${{\\mathit a}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$]",
        "pdgId": "M008.4"
    },
    {
        "description": "f_1(1285) --> eta pi pi [excluding a_0(980) pi]",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ [excluding ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$]",
        "pdgId": "M008.5"
    },
    {
        "description": "f_1(1285) --> K Kbar pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M008.1"
    },
    {
        "description": "f_1(1285) --> K Kbar^*(892)",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "M008.6"
    },
    {
        "description": "f_1(1285) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M008.197"
    },
    {
        "description": "f_1(1285) --> rho+- pi-+",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M008.199"
    },
    {
        "description": "f_1(1285) --> gamma rho0",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M008.13"
    },
    {
        "description": "f_1(1285) --> phi gamma",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "M008.10"
    },
    {
        "description": "f_1(1285) --> e+ e-",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M008.200"
    },
    {
        "description": "f_1(1285) --> gamma gamma^*",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}^{*}}$",
        "pdgId": "M008.9"
    },
    {
        "description": "f_1(1285) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1285)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M008.8"
    },
    {
        "description": "eta(1295)",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$",
        "pdgId": "M037"
    },
    {
        "description": "eta(1295) MASS",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$ MASS",
        "pdgId": "M037M"
    },
    {
        "description": "eta(1295) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$ WIDTH",
        "pdgId": "M037W"
    },
    {
        "description": "G(eta(1295) --> eta pi+ pi-) * G(eta(1295) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M037G2"
    },
    {
        "description": "G(eta(1295) --> K Kbar pi) * G(eta(1295) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M037G3"
    },
    {
        "description": "G(eta(1295) --> a_0(980) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M037R1"
    },
    {
        "description": "G(eta(1295) --> a_0(980) pi)/G(eta(1295) --> eta pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M037R2"
    },
    {
        "description": "G(eta(1295) --> eta (pi pi)_Swave)/G(eta(1295) --> eta pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M037R4"
    },
    {
        "description": "G(eta(1295) --> a_0(980) pi)/G(eta(1295) --> sigma eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\eta}})$",
        "pdgId": "M037R5"
    },
    {
        "description": "eta(1295) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M037.2"
    },
    {
        "description": "eta(1295) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M037.1"
    },
    {
        "description": "eta(1295) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M037.3"
    },
    {
        "description": "eta(1295) --> eta pi0 pi0",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M037.4"
    },
    {
        "description": "eta(1295) --> eta (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M037.5"
    },
    {
        "description": "eta(1295) --> sigma eta",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\eta}}$",
        "pdgId": "M037.6"
    },
    {
        "description": "eta(1295) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M037.7"
    },
    {
        "description": "pi(1300)",
        "description_tex": "${{\\mathit \\pi}{(1300)}}$",
        "pdgId": "M058"
    },
    {
        "description": "pi(1300) MASS",
        "description_tex": "${{\\mathit \\pi}}$(1300) MASS",
        "pdgId": "M058M"
    },
    {
        "description": "pi(1300) WIDTH",
        "description_tex": "${{\\mathit \\pi}}$(1300) WIDTH",
        "pdgId": "M058W"
    },
    {
        "description": "G(pi(1300) --> rho pi) * G(pi(1300) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M058G1"
    },
    {
        "description": "G(pi(1300) --> pi (pi pi)_Swave)/G(pi(1300) --> rho pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$",
        "pdgId": "M058R1"
    },
    {
        "description": "pi(1300) --> rho pi",
        "description_tex": "${{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M058.1"
    },
    {
        "description": "pi(1300) --> pi (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M058.3"
    },
    {
        "description": "pi(1300) --> gamma gamma",
        "description_tex": "${{\\mathit \\pi}{(1300)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M058.4"
    },
    {
        "description": "a_2(1320)",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$",
        "pdgId": "M012"
    },
    {
        "description": "a_2(1320) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M012PP"
    },
    {
        "description": "a_2(1320) MASS",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$ MASS",
        "pdgId": "M012M0"
    },
    {
        "description": "3pi MODE",
        "description_tex": "3 ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M012M1"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M012M2"
    },
    {
        "description": "eta pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M012M3"
    },
    {
        "description": "eta' pi MODE",
        "description_tex": "${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M012M4"
    },
    {
        "description": "a_2(1320) WIDTH",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$ WIDTH",
        "pdgId": "M012W"
    },
    {
        "description": "3pi MODE",
        "description_tex": "3 ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M012W1"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M012W2"
    },
    {
        "description": "eta pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M012W3"
    },
    {
        "description": "eta' pi MODE",
        "description_tex": "${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M012W4"
    },
    {
        "description": "G(a_2(1320) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M012W6"
    },
    {
        "description": "G(a_2(1320) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M012W5"
    },
    {
        "description": "G(a_2(1320) --> pi+- gamma)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}})$",
        "pdgId": "M012W7"
    },
    {
        "description": "G(a_2(1320) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M012W9"
    },
    {
        "description": "G(a_2(1320) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M012W10"
    },
    {
        "description": "G(a_2(1320) --> 3pi) * G(a_2(1320) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012G2"
    },
    {
        "description": "G(a_2(1320) --> eta pi) * G(a_2(1320) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012G01"
    },
    {
        "description": "G(a_2(1320) --> K Kbar) * G(a_2(1320) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012G1"
    },
    {
        "description": "[G(a_2(1320) --> f_2(1270) pi)+ G(a_2(1320) --> rho(1450) pi)]/G(a_2(1320) --> rho(770) pi)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}})\\rbrack{}/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\pi}})$",
        "pdgId": "M012R9"
    },
    {
        "description": "G(a_2(1320) --> rho(770) pi)/G(a_2(1320) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M012R00"
    },
    {
        "description": "G(a_2(1320) --> eta pi)/G(a_2(1320) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M012R3"
    },
    {
        "description": "G(a_2(1320) --> omega pi pi)/G(a_2(1320) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M012R12"
    },
    {
        "description": "G(a_2(1320) --> K Kbar)/G(a_2(1320) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M012R1"
    },
    {
        "description": "G(a_2(1320) --> K Kbar)/G(a_2(1320) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M012R14"
    },
    {
        "description": "G(a_2(1320) --> eta pi)/[G(a_2(1320) --> 3pi)+ G(a_2(1320) --> eta pi)+ G(a_2(1320) --> K Kbar)]",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})/[\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})\\rbrack{}$",
        "pdgId": "M012R2"
    },
    {
        "description": "G(a_2(1320) --> K Kbar)/[G(a_2(1320) --> 3pi)+ G(a_2(1320) --> eta pi)+ G(a_2(1320) --> K Kbar)]",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/[\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})\\rbrack{}$",
        "pdgId": "M012R8"
    },
    {
        "description": "G(a_2(1320) --> eta'(958) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012R4"
    },
    {
        "description": "G(a_2(1320) --> eta'(958) pi)/G(a_2(1320) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M012R5"
    },
    {
        "description": "G(a_2(1320) --> eta'(958) pi)/G(a_2(1320) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M012R13"
    },
    {
        "description": "G(a_2(1320) --> pi+- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012R11"
    },
    {
        "description": "G(a_2(1320) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M012R15"
    },
    {
        "description": "a_2(1320) --> 3 pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$  3  ${{\\mathit \\pi}}$",
        "pdgId": "M012.1"
    },
    {
        "description": "a_2(1320) --> rho(770) pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\pi}}$",
        "pdgId": "M012.11"
    },
    {
        "description": "a_2(1320) --> f_2(1270) pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M012.12"
    },
    {
        "description": "a_2(1320) --> rho(1450) pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M012.13"
    },
    {
        "description": "a_2(1320) --> eta pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M012.3"
    },
    {
        "description": "a_2(1320) --> omega pi pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M012.4"
    },
    {
        "description": "a_2(1320) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M012.2"
    },
    {
        "description": "a_2(1320) --> eta^'(958) pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}$",
        "pdgId": "M012.8"
    },
    {
        "description": "a_2(1320) --> pi+- gamma",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}}$",
        "pdgId": "M012.7"
    },
    {
        "description": "a_2(1320) --> gamma gamma",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M012.9"
    },
    {
        "description": "a_2(1320) --> e+ e-",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M012.10"
    },
    {
        "description": "f_0(1370)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "M147"
    },
    {
        "description": "f_0(1370) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M147PP"
    },
    {
        "description": "f_{{0}}(1370) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$ BREIT-WIGNER MASS",
        "pdgId": "M147205"
    },
    {
        "description": "Mass (Breit-Wigner)",
        "description_tex": "Mass (Breit-Wigner)",
        "pdgId": "M147M"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M147M1"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M147M2"
    },
    {
        "description": "4pi MODE 2(pi pi)(S)+rho rho",
        "description_tex": "4 ${{\\mathit \\pi}}$ MODE 2(${{\\mathit \\pi}}{{\\mathit \\pi}})_{\\mathit S}+{{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M147M3"
    },
    {
        "description": "eta eta MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\eta}}$ MODE",
        "pdgId": "M147M4"
    },
    {
        "description": "COUPLED CHANNEL MODE",
        "description_tex": "COUPLED CHANNEL MODE",
        "pdgId": "M147M5"
    },
    {
        "description": "f_{{0}}(1370) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "M147210"
    },
    {
        "description": "Full width (Breit-Wigner)",
        "description_tex": "Full width (Breit-Wigner)",
        "pdgId": "M147W"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M147W1"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M147W2"
    },
    {
        "description": "4pi MODE 2(pi pi)(S)+rho rho",
        "description_tex": "4 ${{\\mathit \\pi}}$ MODE 2(${{\\mathit \\pi}}{{\\mathit \\pi}})_{\\mathit S}+{{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M147W3"
    },
    {
        "description": "eta eta MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\eta}}$ MODE",
        "pdgId": "M147W4"
    },
    {
        "description": "COUPLED CHANNEL MODE",
        "description_tex": "COUPLED CHANNEL MODE",
        "pdgId": "M147W5"
    },
    {
        "description": "G(f_0(1370) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M147W11"
    },
    {
        "description": "G(f_0(1370) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M147W12"
    },
    {
        "description": "G(f_0(1370) --> eta eta) * G(f_0(1370) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147G01"
    },
    {
        "description": "G(f_0(1370) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R3"
    },
    {
        "description": "G(f_0(1370) --> 4pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R4"
    },
    {
        "description": "G(f_0(1370) --> 4pi0)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R12"
    },
    {
        "description": "G(f_0(1370) --> 2pi+ 2pi-)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R5"
    },
    {
        "description": "G(f_0(1370) --> pi+ pi- 2pi0)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R6"
    },
    {
        "description": "G(f_0(1370) --> rho rho)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R17"
    },
    {
        "description": "G(f_0(1370) --> 2(pi pi)_Swave)/G(f_0(1370) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M147R15"
    },
    {
        "description": "G(f_0(1370) --> 2(pi pi)_Swave)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R16"
    },
    {
        "description": "G(f_0(1370) --> rho rho)/G(f_0(1370) --> 2(pi pi)_Swave)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})$",
        "pdgId": "M147R10"
    },
    {
        "description": "G(f_0(1370) --> pi(1300) pi)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R18"
    },
    {
        "description": "G(f_0(1370) --> a_1(1260) pi)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R19"
    },
    {
        "description": "G(f_0(1370) --> eta eta)/G(f_0(1370) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M147R14"
    },
    {
        "description": "G(f_0(1370) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R11"
    },
    {
        "description": "G(f_0(1370) --> K Kbar)/G(f_0(1370) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M147R13"
    },
    {
        "description": "G(f_0(1370) --> K Kbar n pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit n}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R20"
    },
    {
        "description": "G(f_0(1370) --> 6pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  6 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R21"
    },
    {
        "description": "G(f_0(1370) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M147R22"
    },
    {
        "description": "f_0(1370) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M147.1"
    },
    {
        "description": "f_0(1370) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M147.10"
    },
    {
        "description": "f_0(1370) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M147.4"
    },
    {
        "description": "f_0(1370) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M147.5"
    },
    {
        "description": "f_0(1370) --> pi+ pi- 2pi0",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M147.6"
    },
    {
        "description": "f_0(1370) --> rho rho",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M147.14"
    },
    {
        "description": "f_0(1370) --> 2(pi pi)_{S-wave}",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  2 ${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M147.15"
    },
    {
        "description": "f_0(1370) --> pi(1300) pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}}$",
        "pdgId": "M147.16"
    },
    {
        "description": "f_0(1370) --> a_1(1260) pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}}$",
        "pdgId": "M147.17"
    },
    {
        "description": "f_0(1370) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M147.2"
    },
    {
        "description": "f_0(1370) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M147.11"
    },
    {
        "description": "f_0(1370) --> K Kbar n pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit n}}{{\\mathit \\pi}}$",
        "pdgId": "M147.18"
    },
    {
        "description": "f_0(1370) --> 6 pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  6  ${{\\mathit \\pi}}$",
        "pdgId": "M147.19"
    },
    {
        "description": "f_0(1370) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M147.20"
    },
    {
        "description": "f_0(1370) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M147.12"
    },
    {
        "description": "f_0(1370) --> e+ e-",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M147.13"
    },
    {
        "description": "pi_1(1400)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1400)}}$",
        "pdgId": "M111"
    },
    {
        "description": "eta(1405)",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$",
        "pdgId": "M027"
    },
    {
        "description": "eta(1405) MASS",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$ MASS",
        "pdgId": "M027205"
    },
    {
        "description": "eta(1405) MASS",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$ MASS",
        "pdgId": "M027MX"
    },
    {
        "description": "eta pi pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M027M1"
    },
    {
        "description": "K Kbar pi MODE (a_0(980) pi  or direct K Kbar pi)",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODE (${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$  or direct ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$)",
        "pdgId": "M027M4"
    },
    {
        "description": "pi pi gamma MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\gamma}}$ MODE",
        "pdgId": "M027M2"
    },
    {
        "description": "4 pi MODE",
        "description_tex": "4  ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M027M3"
    },
    {
        "description": "K Kbar pi MODE (unresolved)",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODE (unresolved)",
        "pdgId": "M027M6"
    },
    {
        "description": "eta(1405) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$ WIDTH",
        "pdgId": "M027210"
    },
    {
        "description": "eta(1405) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$ WIDTH",
        "pdgId": "M027WX"
    },
    {
        "description": "eta pi pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M027W1"
    },
    {
        "description": "K Kbar pi MODE (a_0(980) pi or direct K Kbar pi)",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODE (${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$ or direct ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$)",
        "pdgId": "M027W4"
    },
    {
        "description": "pi pi gamma MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\gamma}}$ MODE",
        "pdgId": "M027W2"
    },
    {
        "description": "4 pi MODE",
        "description_tex": "4  ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M027W3"
    },
    {
        "description": "K Kbar pi MODE (unresolved)",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODE (unresolved)",
        "pdgId": "M027W6"
    },
    {
        "description": "G(eta(1405) --> K Kbar pi) * G(eta(1405) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M027G3"
    },
    {
        "description": "G(eta(1405) --> eta pi pi) * G(eta(1405) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M027G5"
    },
    {
        "description": "G(eta(1405) --> rho0 gamma) * G(eta(1405) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M027G8"
    },
    {
        "description": "G(eta(1405) --> eta pi pi)/G(eta(1405) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M027R3"
    },
    {
        "description": "G(eta(1405) --> rho0 gamma)/G(eta(1405) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M027R12"
    },
    {
        "description": "G(eta(1405) --> a_0(980) pi)/G(eta(1405) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M027R4"
    },
    {
        "description": "G(eta(1405) --> a_0(980) pi)/G(eta(1405) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M027R2"
    },
    {
        "description": "G(eta(1405) --> a_0(980) pi)/G(eta(1405) --> eta (pi pi)_Swave)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})$",
        "pdgId": "M027R9"
    },
    {
        "description": "G(eta(1405) --> rho0 gamma)/G(eta(1405) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M027R7"
    },
    {
        "description": "G(eta(1405) --> gamma gamma)/G(eta(1405) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M027R02"
    },
    {
        "description": "G(eta(1405) --> eta (pi pi)_Swave)/G(eta(1405) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M027R8"
    },
    {
        "description": "G(eta(1405) --> f_0(980) eta)/G(eta(1405) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M027R10"
    },
    {
        "description": "G(eta(1405) --> f_0(980) pi0 --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M027R00"
    },
    {
        "description": "G(eta(1405) --> rho rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M027R13"
    },
    {
        "description": "G(eta(1405) --> K*(892) K)/G(eta(1405) --> a_0(980) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})$",
        "pdgId": "M027R11"
    },
    {
        "description": "G(eta(1405) --> phi gamma)/G(eta(1405) --> rho0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M027R14"
    },
    {
        "description": "eta(1405) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M027.2"
    },
    {
        "description": "eta(1405) --> eta pi pi",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M027.5"
    },
    {
        "description": "eta(1405) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M027.4"
    },
    {
        "description": "eta(1405) --> eta (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M027.9"
    },
    {
        "description": "eta(1405) --> f_0(980) pi0 --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M027.15"
    },
    {
        "description": "eta(1405) --> f_0(980) eta",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}}$",
        "pdgId": "M027.10"
    },
    {
        "description": "eta(1405) --> 4pi",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M027.6"
    },
    {
        "description": "eta(1405) --> rho rho",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M027.12"
    },
    {
        "description": "eta(1405) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M027.7"
    },
    {
        "description": "eta(1405) --> rho0 gamma",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M027.8"
    },
    {
        "description": "eta(1405) --> phi gamma",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "M027.13"
    },
    {
        "description": "eta(1405) --> K^*(892) K",
        "description_tex": "${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}}$",
        "pdgId": "M027.11"
    },
    {
        "description": "h_1(1415)",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1415)}}$",
        "pdgId": "M109"
    },
    {
        "description": "h_1(1415) MASS",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1415)}}$ MASS",
        "pdgId": "M109M"
    },
    {
        "description": "h_1(1415) WIDTH",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1415)}}$ WIDTH",
        "pdgId": "M109W"
    },
    {
        "description": "h_1(1415) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1415)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M109.1"
    },
    {
        "description": "f_1(1420)",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$",
        "pdgId": "M006"
    },
    {
        "description": "f_1(1420) MASS",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$ MASS",
        "pdgId": "M006M2"
    },
    {
        "description": "f_1(1420) WIDTH",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$ WIDTH",
        "pdgId": "M006W"
    },
    {
        "description": "G(f_1(1420) --> K Kbar pi) * G(f_1(1420) --> gamma gamma*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M006G2"
    },
    {
        "description": "G(f_1(1420) --> K Kbar*(892) + c.c.)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R1"
    },
    {
        "description": "G(f_1(1420) --> pi pi rho)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R2"
    },
    {
        "description": "G(f_1(1420) --> eta pi pi)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R3"
    },
    {
        "description": "G(f_1(1420) --> a_0(980) pi)/G(f_1(1420) --> eta pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M006R4"
    },
    {
        "description": "G(f_1(1420) --> 4pi)/G(f_1(1420) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M006R5"
    },
    {
        "description": "G(f_1(1420) --> K Kbar pi)/[G(f_1(1420) --> K Kbar*(892) + c.c.)+ G(f_1(1420) --> a_0(980) pi)]",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/[\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$+ $\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})\\rbrack{}$",
        "pdgId": "M006R6"
    },
    {
        "description": "G(f_1(1420) --> a_0(980) pi)/G(f_1(1420) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M006R7"
    },
    {
        "description": "G(f_1(1420) --> 4pi)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R8"
    },
    {
        "description": "G(f_1(1420) --> rho0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M006R9"
    },
    {
        "description": "G(f_1(1420) --> rho0 gamma)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R10"
    },
    {
        "description": "G(f_1(1420) --> phi gamma)/G(f_1(1420) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M006R11"
    },
    {
        "description": "f_1(1420) --> K Kbar pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M006.2"
    },
    {
        "description": "f_1(1420) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M006.1"
    },
    {
        "description": "f_1(1420) --> eta pi pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M006.5"
    },
    {
        "description": "f_1(1420) --> a_0(980) pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M006.4"
    },
    {
        "description": "f_1(1420) --> pi pi rho",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\rho}}$",
        "pdgId": "M006.3"
    },
    {
        "description": "f_1(1420) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M006.6"
    },
    {
        "description": "f_1(1420) --> rho0 gamma",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M006.8"
    },
    {
        "description": "f_1(1420) --> phi gamma",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "M006.9"
    },
    {
        "description": "omega(1420)",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$",
        "pdgId": "M125"
    },
    {
        "description": "omega(1420) MASS",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$ MASS",
        "pdgId": "M125M"
    },
    {
        "description": "omega(1420) WIDTH",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$ WIDTH",
        "pdgId": "M125W"
    },
    {
        "description": "G(omega(1420) --> rho pi)/G(total) * G(omega(1420) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125G3"
    },
    {
        "description": "G(omega(1420) --> omega pi pi)/G(total) * G(omega(1420) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125G4"
    },
    {
        "description": "G(omega(1420) --> omega eta)/G(total) * G(omega(1420) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125G6"
    },
    {
        "description": "G(omega(1420) --> pi0 gamma)/G(total) * G(omega(1420) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125G5"
    },
    {
        "description": "G(omega(1420) --> omega pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125R2"
    },
    {
        "description": "G(omega(1420) --> omega pi pi)/G(omega(1420) --> b_1(1235) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})$",
        "pdgId": "M125R1"
    },
    {
        "description": "G(omega(1420) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125R3"
    },
    {
        "description": "G(omega(1420) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M125R4"
    },
    {
        "description": "omega(1420) --> rho pi",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M125.1"
    },
    {
        "description": "omega(1420) --> omega pi pi",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M125.4"
    },
    {
        "description": "omega(1420) --> omega eta",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M125.7"
    },
    {
        "description": "omega(1420) --> b_1(1235) pi",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}}$",
        "pdgId": "M125.5"
    },
    {
        "description": "omega(1420) --> e+ e-",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M125.3"
    },
    {
        "description": "omega(1420) --> pi0 gamma",
        "description_tex": "${{\\mathit \\omega}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M125.6"
    },
    {
        "description": "f_2(1430)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1430)}}$",
        "pdgId": "M066"
    },
    {
        "description": "f_2(1430) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1430)}}$ MASS",
        "pdgId": "M066M1"
    },
    {
        "description": "f_2(1430) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1430)}}$ WIDTH",
        "pdgId": "M066W1"
    },
    {
        "description": "f_2(1430) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M066.1"
    },
    {
        "description": "f_2(1430) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1430)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M066.2"
    },
    {
        "description": "a_0(1450)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$",
        "pdgId": "M149"
    },
    {
        "description": "a_0(1450) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M149PP"
    },
    {
        "description": "a_0(1450) MASS",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$ MASS",
        "pdgId": "M149M"
    },
    {
        "description": "a_0(1450) WIDTH",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$ WIDTH",
        "pdgId": "M149W"
    },
    {
        "description": "G(a_0(1450) --> pi eta) * G(a_0(1450) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M149G01"
    },
    {
        "description": "G(a_0(1450) --> pi eta'(958))/G(a_0(1450) --> pi eta)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})$",
        "pdgId": "M149R1"
    },
    {
        "description": "G(a_0(1450) --> K Kbar)/G(a_0(1450) --> pi eta)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})$",
        "pdgId": "M149R2"
    },
    {
        "description": "G(a_0(1450) --> omega pi pi)/G(a_0(1450) --> pi eta)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})$",
        "pdgId": "M149R3"
    },
    {
        "description": "G(a_0(1450) --> a_0(980) pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M149R01"
    },
    {
        "description": "G(a_0(1450) --> a_0(980) pi pi)/G(a_0(1450) --> pi eta)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})$",
        "pdgId": "M149R02"
    },
    {
        "description": "G(a_0(1450) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M149R03"
    },
    {
        "description": "a_0(1450) --> pi eta",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}}$",
        "pdgId": "M149.1"
    },
    {
        "description": "a_0(1450) --> pi eta^'(958)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M149.2"
    },
    {
        "description": "a_0(1450) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M149.3"
    },
    {
        "description": "a_0(1450) --> omega pi pi",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M149.4"
    },
    {
        "description": "a_0(1450) --> a_0(980) pi pi",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M149.5"
    },
    {
        "description": "a_0(1450) --> gamma gamma",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M149.6"
    },
    {
        "description": "rho(1450)",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$",
        "pdgId": "M105"
    },
    {
        "description": "rho(1450) MASS",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$ MASS",
        "pdgId": "M105205"
    },
    {
        "description": "rho(1450) MASS",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$ MASS",
        "pdgId": "M105M0"
    },
    {
        "description": "eta rho0 MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ MODE",
        "pdgId": "M105M1"
    },
    {
        "description": "omega pi MODE",
        "description_tex": "${{\\mathit \\omega}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M105M3"
    },
    {
        "description": "4pi MODE",
        "description_tex": "4 ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M105M6"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M105M5"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M105M7"
    },
    {
        "description": "K Kbar*(892) + c.c. MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c. MODE",
        "pdgId": "M105M8"
    },
    {
        "description": "mass(rho(1450)0) - mass(rho(1450)+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\rho}{(1450)}^{0}}}$ $&minus;$ ${\\mathit m}_{{{\\mathit \\rho}{(1450)}^{\\pm}}}$",
        "pdgId": "M105DM"
    },
    {
        "description": "rho(1450) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$ WIDTH",
        "pdgId": "M105210"
    },
    {
        "description": "rho(1450) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$ WIDTH",
        "pdgId": "M105W0"
    },
    {
        "description": "eta rho0 MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ MODE",
        "pdgId": "M105W1"
    },
    {
        "description": "omega pi MODE",
        "description_tex": "${{\\mathit \\omega}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M105W3"
    },
    {
        "description": "4pi MODE",
        "description_tex": "4 ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M105W66"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M105W5"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M105W7"
    },
    {
        "description": "K Kbar*(892) + c.c. MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c. MODE",
        "pdgId": "M105W8"
    },
    {
        "description": "width(rho(1450)0) - width(rho(1450)+-)",
        "description_tex": "${\\Gamma}_{{\\mathit \\rho}{(1450)}^{0}}$ $&minus;$ ${\\Gamma}_{{\\mathit \\rho}{(1450)}^{\\pm}}$",
        "pdgId": "M105DW"
    },
    {
        "description": "G(rho(1450) --> pi pi) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105G3"
    },
    {
        "description": "G(rho(1450) --> eta rho) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105G4"
    },
    {
        "description": "G(rho(1450) --> K Kbar*(892) + c.c.) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105G8"
    },
    {
        "description": "G(rho(1450) --> eta gamma) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105G6"
    },
    {
        "description": "G(rho(1450) --> omega pi)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R05"
    },
    {
        "description": "G(rho(1450) --> eta rho)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R00"
    },
    {
        "description": "G(rho(1450) --> pi0 gamma)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R17"
    },
    {
        "description": "G(rho(1450) --> f_0(500) gamma)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R01"
    },
    {
        "description": "G(rho(1450) --> f_0(980) gamma)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R02"
    },
    {
        "description": "G(rho(1450) --> f_0(1370) gamma)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R03"
    },
    {
        "description": "G(rho(1450) --> f_2(1270) gamma)/G(total) * G(rho(1450) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R04"
    },
    {
        "description": "G(rho(1450) --> pi pi)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R15"
    },
    {
        "description": "G(rho(1450) --> K+ K-)/G(rho(1450) --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M105R08"
    },
    {
        "description": "G(rho(1450) --> omega pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R5"
    },
    {
        "description": "G(rho(1450) --> pi pi)/G(rho(1450) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M105R6"
    },
    {
        "description": "G(rho(1450) --> omega pi)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R3"
    },
    {
        "description": "G(rho(1450) --> a_1(1260) pi)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R10"
    },
    {
        "description": "G(rho(1450) --> h_1(1170) pi)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1170)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R11"
    },
    {
        "description": "G(rho(1450) --> pi(1300) pi)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R12"
    },
    {
        "description": "G(rho(1450) --> rho rho)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R13"
    },
    {
        "description": "G(rho(1450) --> rho (pi pi)_Swave)/G(rho(1450) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M105R14"
    },
    {
        "description": "G(rho(1450) --> eta rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R2"
    },
    {
        "description": "G(rho(1450) --> eta rho)/G(rho(1450) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M105R4"
    },
    {
        "description": "G(rho(1450) --> pi pi)/G(rho(1450) --> eta rho)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})$",
        "pdgId": "M105R07"
    },
    {
        "description": "G(rho(1450) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R9"
    },
    {
        "description": "G(rho(1450) --> K Kbar)/G(rho(1450) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M105R8"
    },
    {
        "description": "G(rho(1450) --> K Kbar*(892) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R16"
    },
    {
        "description": "G(rho(1450) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M105R06"
    },
    {
        "description": "rho(1450) --> pi pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M105.1"
    },
    {
        "description": "rho(1450) --> pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M105.20"
    },
    {
        "description": "rho(1450) --> 4pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M105.2"
    },
    {
        "description": "rho(1450) --> omega pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M105.6"
    },
    {
        "description": "rho(1450) --> a_1(1260) pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}}$",
        "pdgId": "M105.10"
    },
    {
        "description": "rho(1450) --> h_1(1170) pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1170)}}{{\\mathit \\pi}}$",
        "pdgId": "M105.11"
    },
    {
        "description": "rho(1450) --> pi(1300) pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}}$",
        "pdgId": "M105.12"
    },
    {
        "description": "rho(1450) --> rho rho",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M105.13"
    },
    {
        "description": "rho(1450) --> rho (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M105.14"
    },
    {
        "description": "rho(1450) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M105.4"
    },
    {
        "description": "rho(1450) --> eta rho",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}}$",
        "pdgId": "M105.3"
    },
    {
        "description": "rho(1450) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M105.8"
    },
    {
        "description": "rho(1450) --> K Kbar",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M105.7"
    },
    {
        "description": "rho(1450) --> K+ K-",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M105.21"
    },
    {
        "description": "rho(1450) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M105.15"
    },
    {
        "description": "rho(1450) --> pi0 gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.23"
    },
    {
        "description": "rho(1450) --> eta gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.9"
    },
    {
        "description": "rho(1450) --> f_0(500) gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.16"
    },
    {
        "description": "rho(1450) --> f_0(980) gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.17"
    },
    {
        "description": "rho(1450) --> f_0(1370) gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.18"
    },
    {
        "description": "rho(1450) --> f_2(1270) gamma",
        "description_tex": "${{\\mathit \\rho}{(1450)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}}$",
        "pdgId": "M105.19"
    },
    {
        "description": "eta(1475)",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$",
        "pdgId": "M175"
    },
    {
        "description": "eta(1475) MASS",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$ MASS",
        "pdgId": "M175M5"
    },
    {
        "description": "eta(1475) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$ WIDTH",
        "pdgId": "M175W5"
    },
    {
        "description": "G(eta(1475) --> K Kbar pi) * G(eta(1475) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M175G2"
    },
    {
        "description": "G(eta(1475) --> K Kbar*(892) + c.c.)/G(eta(1475) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M175R1"
    },
    {
        "description": "G(eta(1475) --> K Kbar*(892) + c.c.)/[G(eta(1475) --> K Kbar*(892) + c.c.)+ G(eta(1475) --> a_0(980) pi)]",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/[\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$+ $\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})\\rbrack{}$",
        "pdgId": "M175R6"
    },
    {
        "description": "G(eta(1475) --> gamma gamma)/G(eta(1475) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M175R01"
    },
    {
        "description": "G(eta(1475) --> gamma phi(1020))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M175R00"
    },
    {
        "description": "eta(1475) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M175.2"
    },
    {
        "description": "eta(1475) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M175.1"
    },
    {
        "description": "eta(1475) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M175.4"
    },
    {
        "description": "eta(1475) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M175.7"
    },
    {
        "description": "eta(1475) --> K0S K0S eta",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "M175.8"
    },
    {
        "description": "eta(1475) --> gamma phi(1020)",
        "description_tex": "${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}}$",
        "pdgId": "M175.9"
    },
    {
        "description": "f_0(1500)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "M152"
    },
    {
        "description": "f_0(1500) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M152PP"
    },
    {
        "description": "f_0(1500) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$ MASS",
        "pdgId": "M152M"
    },
    {
        "description": "f_0(1500) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$ WIDTH",
        "pdgId": "M152W"
    },
    {
        "description": "G(f_0(1500) --> pi pi) * G(f_0(1500) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M152G1"
    },
    {
        "description": "G(f_0(1500) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M152R8"
    },
    {
        "description": "G(f_0(1500) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M152R10"
    },
    {
        "description": "G(f_0(1500) --> 4pi)/G(f_0(1500) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M152R6"
    },
    {
        "description": "G(f_0(1500) --> 2(pi pi)_Swave)/G(f_0(1500) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M152R14"
    },
    {
        "description": "G(f_0(1500) --> 2(pi pi)_Swave)/G(f_0(1500) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M152R15"
    },
    {
        "description": "G(f_0(1500) --> rho rho)/G(f_0(1500) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M152R16"
    },
    {
        "description": "G(f_0(1500) --> rho rho)/G(f_0(1500) --> 2(pi pi)_Swave)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   2${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})$",
        "pdgId": "M152R11"
    },
    {
        "description": "G(f_0(1500) --> pi(1300) pi)/G(f_0(1500) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M152R17"
    },
    {
        "description": "G(f_0(1500) --> a_1(1260) pi)/G(f_0(1500) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M152R18"
    },
    {
        "description": "G(f_0(1500) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M152R1"
    },
    {
        "description": "G(f_0(1500) --> eta eta)/G(f_0(1500) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M152R13"
    },
    {
        "description": "G(f_0(1500) --> 4pi0)/G(f_0(1500) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M152R5"
    },
    {
        "description": "G(f_0(1500) --> eta eta'(958))/G(f_0(1500) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M152R12"
    },
    {
        "description": "G(f_0(1500) --> eta eta'(958))/G(f_0(1500) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M152R2"
    },
    {
        "description": "G(f_0(1500) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M152R9"
    },
    {
        "description": "G(f_0(1500) --> K Kbar)/G(f_0(1500) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M152R7"
    },
    {
        "description": "G(f_0(1500) --> K Kbar)/G(f_0(1500) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M152R4"
    },
    {
        "description": "f_0(1500) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M152.8"
    },
    {
        "description": "f_0(1500) --> pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M152.9"
    },
    {
        "description": "f_0(1500) --> 2pi0",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M152.3"
    },
    {
        "description": "f_0(1500) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M152.7"
    },
    {
        "description": "f_0(1500) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M152.5"
    },
    {
        "description": "f_0(1500) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M152.6"
    },
    {
        "description": "f_0(1500) --> 2(pi pi)_{S-wave}",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$  2 ${({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M152.11"
    },
    {
        "description": "f_0(1500) --> rho rho",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M152.12"
    },
    {
        "description": "f_0(1500) --> pi(1300) pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}}$",
        "pdgId": "M152.13"
    },
    {
        "description": "f_0(1500) --> a_1(1260) pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}}$",
        "pdgId": "M152.14"
    },
    {
        "description": "f_0(1500) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M152.1"
    },
    {
        "description": "f_0(1500) --> eta eta^'(958)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M152.2"
    },
    {
        "description": "f_0(1500) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M152.4"
    },
    {
        "description": "f_0(1500) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1500)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M152.10"
    },
    {
        "description": "f_1(1510)",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1510)}}$",
        "pdgId": "M084"
    },
    {
        "description": "f_1(1510) MASS",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1510)}}$ MASS",
        "pdgId": "M084M"
    },
    {
        "description": "f_1(1510) WIDTH",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1510)}}$ WIDTH",
        "pdgId": "M084W"
    },
    {
        "description": "G(f_1(1510) --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{1}}}{(1510)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M084R01"
    },
    {
        "description": "f_1(1510) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1510)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M084.1"
    },
    {
        "description": "f_1(1510) --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit f}_{{{1}}}{(1510)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M084.2"
    },
    {
        "description": "f_2^'(1525)",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M013"
    },
    {
        "description": "f_2'(1525) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ MASS",
        "pdgId": "M013MX"
    },
    {
        "description": "PRODUCED BY PION BEAM",
        "description_tex": "PRODUCED BY PION BEAM",
        "pdgId": "M013M1"
    },
    {
        "description": "PRODUCED BY K+- BEAM",
        "description_tex": "PRODUCED BY ${{\\mathit K}^{\\pm}}$ BEAM",
        "pdgId": "M013M2"
    },
    {
        "description": "PRODUCED IN e+ e- ANNIHILATION AND PARTICLE DECAYS",
        "description_tex": "PRODUCED IN ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ ANNIHILATION AND PARTICLE DECAYS",
        "pdgId": "M013M3"
    },
    {
        "description": "PRODUCED IN pbar p ANNIHILATION",
        "description_tex": "PRODUCED IN ${{\\overline{\\mathit p}}}{{\\mathit p}}$ ANNIHILATION",
        "pdgId": "M013M9"
    },
    {
        "description": "CENTRAL PRODUCTION",
        "description_tex": "CENTRAL PRODUCTION",
        "pdgId": "M013M4"
    },
    {
        "description": "PRODUCED IN e p COLLISIONS",
        "description_tex": "PRODUCED IN ${{\\mathit e}}{{\\mathit p}}$ COLLISIONS",
        "pdgId": "M013M10"
    },
    {
        "description": "f_2'(1525) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ WIDTH",
        "pdgId": "M013WX"
    },
    {
        "description": "PRODUCED BY PION BEAM",
        "description_tex": "PRODUCED BY PION BEAM",
        "pdgId": "M013W1"
    },
    {
        "description": "PRODUCED BY K+- BEAM",
        "description_tex": "PRODUCED BY ${{\\mathit K}^{\\pm}}$ BEAM",
        "pdgId": "M013W2"
    },
    {
        "description": "PRODUCED IN e+ e- ANNIHILATION AND PARTICLE DECAYS",
        "description_tex": "PRODUCED IN ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ ANNIHILATION AND PARTICLE DECAYS",
        "pdgId": "M013W3"
    },
    {
        "description": "PRODUCED IN pbar p ANNIHILATION",
        "description_tex": "PRODUCED IN ${{\\overline{\\mathit p}}}{{\\mathit p}}$ ANNIHILATION",
        "pdgId": "M013W9"
    },
    {
        "description": "CENTRAL PRODUCTION",
        "description_tex": "CENTRAL PRODUCTION",
        "pdgId": "M013W4"
    },
    {
        "description": "PRODUCED IN e p COLLISIONS",
        "description_tex": "PRODUCED IN ${{\\mathit e}}{{\\mathit p}}$ COLLISIONS",
        "pdgId": "M013W10"
    },
    {
        "description": "G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013W6"
    },
    {
        "description": "G(f_2'(1525) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M013W7"
    },
    {
        "description": "G(f_2'(1525) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M013W5"
    },
    {
        "description": "G(f_2'(1525) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M013W8"
    },
    {
        "description": "G(f_2'(1525) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M013R00"
    },
    {
        "description": "G(f_2'(1525) --> K Kbar) * G(f_2'(1525) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M013G1"
    },
    {
        "description": "G(f_2'(1525) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M013R8"
    },
    {
        "description": "G(f_2'(1525) --> eta eta)/G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013R3"
    },
    {
        "description": "G(f_2'(1525) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M013R1"
    },
    {
        "description": "G(f_2'(1525) --> pi pi)/G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013R7"
    },
    {
        "description": "[G(f_2'(1525) --> K Kbar*(892) + c.c.)+ G(f_2'(1525) --> pi K Kbar)]/G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$+ $\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit K}}{{\\overline{\\mathit K}}})\\rbrack{}/\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013R5"
    },
    {
        "description": "G(f_2'(1525) --> pi pi eta)/G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013R4"
    },
    {
        "description": "G(f_2'(1525) --> pi+ pi+ pi- pi-)/G(f_2'(1525) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M013R6"
    },
    {
        "description": "f_2^'(1525) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M013.2"
    },
    {
        "description": "f_2^'(1525) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M013.4"
    },
    {
        "description": "f_2^'(1525) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M013.1"
    },
    {
        "description": "f_2^'(1525) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M013.3"
    },
    {
        "description": "f_2^'(1525) --> pi K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M013.6"
    },
    {
        "description": "f_2^'(1525) --> pi pi eta",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\eta}}$",
        "pdgId": "M013.5"
    },
    {
        "description": "f_2^'(1525) --> pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M013.7"
    },
    {
        "description": "f_2^'(1525) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M013.8"
    },
    {
        "description": "f_2(1565)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$",
        "pdgId": "M123"
    },
    {
        "description": "f_2(1565) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M123PP"
    },
    {
        "description": "f_2(1565) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$ MASS",
        "pdgId": "M123M"
    },
    {
        "description": "f_2(1565) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$ WIDTH",
        "pdgId": "M123W"
    },
    {
        "description": "G(f_2(1565) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M123W3"
    },
    {
        "description": "G(f_2(1565) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M123W1"
    },
    {
        "description": "G(f_2(1565) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M123W2"
    },
    {
        "description": "G(f_2(1565) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M123R5"
    },
    {
        "description": "G(f_2(1565) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M123R1"
    },
    {
        "description": "G(f_2(1565) --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M123R3"
    },
    {
        "description": "G(f_2(1565) --> pi+ pi-)/G(f_2(1565) --> rho0 rho0)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})$",
        "pdgId": "M123R2"
    },
    {
        "description": "G(f_2(1565) --> eta eta)/G(f_2(1565) --> pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M123R4"
    },
    {
        "description": "G(f_2(1565) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M123R6"
    },
    {
        "description": "f_2(1565) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M123.6"
    },
    {
        "description": "f_2(1565) --> pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M123.1"
    },
    {
        "description": "f_2(1565) --> pi0 pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M123.3"
    },
    {
        "description": "f_2(1565) --> rho0 rho0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M123.2"
    },
    {
        "description": "f_2(1565) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M123.5"
    },
    {
        "description": "f_2(1565) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M123.4"
    },
    {
        "description": "f_2(1565) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M123.7"
    },
    {
        "description": "f_2(1565) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M123.9"
    },
    {
        "description": "f_2(1565) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1565)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M123.10"
    },
    {
        "description": "rho(1570)",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$",
        "pdgId": "M188"
    },
    {
        "description": "rho(1570) MASS",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$ MASS",
        "pdgId": "M188M"
    },
    {
        "description": "rho(1570) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$ WIDTH",
        "pdgId": "M188W"
    },
    {
        "description": "G(rho(1570) --> phi pi) * G(rho(1570) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M188G01"
    },
    {
        "description": "G(rho(1570) --> phi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M188R01"
    },
    {
        "description": "G(rho(1570) --> phi pi)/G(rho(1570) --> omega pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$",
        "pdgId": "M188R02"
    },
    {
        "description": "rho(1570) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M188.1"
    },
    {
        "description": "rho(1570) --> phi pi",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}$",
        "pdgId": "M188.2"
    },
    {
        "description": "rho(1570) --> omega pi",
        "description_tex": "${{\\mathit \\rho}{(1570)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M188.3"
    },
    {
        "description": "h_1(1595)",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1595)}}$",
        "pdgId": "M166"
    },
    {
        "description": "h_1(1595) MASS",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1595)}}$ MASS",
        "pdgId": "M166M"
    },
    {
        "description": "h_1(1595) WIDTH",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1595)}}$ WIDTH",
        "pdgId": "M166W"
    },
    {
        "description": "h_1(1595) --> omega eta",
        "description_tex": "${{\\mathit h}_{{{1}}}{(1595)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M166.1"
    },
    {
        "description": "pi_1(1600)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$",
        "pdgId": "M164"
    },
    {
        "description": "pi_1(1600) T-Matrix Pole sqrt(s)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$ T-Matrix Pole $\\sqrt {s }$",
        "pdgId": "M164TMP"
    },
    {
        "description": "pi_1(1600) MASS (eta pi mode)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$ MASS (${{\\mathit \\eta}}{{\\mathit \\pi}}$ mode)",
        "pdgId": "M164MEP"
    },
    {
        "description": "pi_1(1600) MASS (non-eta pi mode)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$ MASS (non-${{\\mathit \\eta}}{{\\mathit \\pi}}$ mode)",
        "pdgId": "M164M"
    },
    {
        "description": "pi_1(1600) WIDTH (eta pi mode)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$ WIDTH (${{\\mathit \\eta}}{{\\mathit \\pi}}$ mode)",
        "pdgId": "M164WEP"
    },
    {
        "description": "pi_1(1600) WIDTH (non-eta pi mode)",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$ WIDTH (non-${{\\mathit \\eta}}{{\\mathit \\pi}}$ mode)",
        "pdgId": "M164W"
    },
    {
        "description": "G(pi_1(1600) --> rho0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M164R1"
    },
    {
        "description": "G(pi_1(1600) --> f_2(1270) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M164R3"
    },
    {
        "description": "G(pi_1(1600) --> b_1(1235) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M164R4"
    },
    {
        "description": "G(pi_1(1600) --> eta'(958) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M164R2"
    },
    {
        "description": "G(pi_1(1600) --> eta'(958) pi-)/G(pi_1(1600) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M164R00"
    },
    {
        "description": "G(pi_1(1600) --> f_1(1285) pi)/G(pi_1(1600) --> eta'(958) pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M164R5"
    },
    {
        "description": "pi_1(1600) --> pi pi pi",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M164.1"
    },
    {
        "description": "pi_1(1600) --> rho0 pi-",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M164.2"
    },
    {
        "description": "pi_1(1600) --> f_2(1270) pi-",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M164.4"
    },
    {
        "description": "pi_1(1600) --> b_1(1235) pi",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}}$",
        "pdgId": "M164.5"
    },
    {
        "description": "pi_1(1600) --> eta^'(958) pi-",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M164.3"
    },
    {
        "description": "pi_1(1600) --> eta pi",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M164.7"
    },
    {
        "description": "pi_1(1600) --> f_1(1285) pi",
        "description_tex": "${{\\mathit \\pi}_{{{1}}}{(1600)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}}$",
        "pdgId": "M164.6"
    },
    {
        "description": "a_1(1640)",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$",
        "pdgId": "M161"
    },
    {
        "description": "a_1(1640) MASS",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$ MASS",
        "pdgId": "M161M"
    },
    {
        "description": "a_1(1640) WIDTH",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$ WIDTH",
        "pdgId": "M161W"
    },
    {
        "description": "G(a_1(1640) --> f_2(1270) pi)/G(a_1(1640) --> sigma pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}})$",
        "pdgId": "M161R1"
    },
    {
        "description": "G(a_1(1640) --> rho pi_D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$ $_{{\\mathit D}{\\mathrm -wave}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M161R2"
    },
    {
        "description": "G(a_1(1640) --> omega pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M161R3"
    },
    {
        "description": "G(a_1(1640) --> f_1(1285) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M161R4"
    },
    {
        "description": "G(a_1(1640) --> a_1(1260) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M161R5"
    },
    {
        "description": "a_1(1640) --> pi pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M161.3"
    },
    {
        "description": "a_1(1640) --> f_2(1270) pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M161.1"
    },
    {
        "description": "a_1(1640) --> sigma pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}}$",
        "pdgId": "M161.2"
    },
    {
        "description": "a_1(1640) --> rho pi(S-wave)",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$ $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "M161.7"
    },
    {
        "description": "a_1(1640) --> rho pi(D-wave)",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$ $_{{\\mathit D}{\\mathrm -wave}}$",
        "pdgId": "M161.4"
    },
    {
        "description": "a_1(1640) --> omega pi pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M161.5"
    },
    {
        "description": "a_1(1640) --> f_1(1285) pi",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}}$",
        "pdgId": "M161.6"
    },
    {
        "description": "a_1(1640) --> a_1(1260) eta",
        "description_tex": "${{\\mathit a}_{{{1}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\eta}}$",
        "pdgId": "M161.8"
    },
    {
        "description": "f_2(1640)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$",
        "pdgId": "M117"
    },
    {
        "description": "f_2(1640) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$ MASS",
        "pdgId": "M117M"
    },
    {
        "description": "f_2(1640) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$ WIDTH",
        "pdgId": "M117W"
    },
    {
        "description": "G(f_2(1640) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M117R2"
    },
    {
        "description": "f_2(1640) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M117.1"
    },
    {
        "description": "f_2(1640) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M117.2"
    },
    {
        "description": "f_2(1640) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1640)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M117.3"
    },
    {
        "description": "eta_2(1645)",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$",
        "pdgId": "M154"
    },
    {
        "description": "eta_2(1645) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$ MASS",
        "pdgId": "M154M"
    },
    {
        "description": "eta_2(1645) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$ WIDTH",
        "pdgId": "M154W"
    },
    {
        "description": "G(eta_2(1645) --> K Kbar pi)/G(eta_2(1645) --> a_2(1320) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$",
        "pdgId": "M154R1"
    },
    {
        "description": "G(eta_2(1645) --> a_2(1320) pi)/G(eta_2(1645) --> a_0(980) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})$",
        "pdgId": "M154R3"
    },
    {
        "description": "G(eta_2(1645) --> f_2(1270) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M154R4"
    },
    {
        "description": "eta_2(1645) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M154.1"
    },
    {
        "description": "eta_2(1645) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M154.2"
    },
    {
        "description": "eta_2(1645) --> K^* Kbar",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M154.3"
    },
    {
        "description": "eta_2(1645) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M154.4"
    },
    {
        "description": "eta_2(1645) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M154.5"
    },
    {
        "description": "eta_2(1645) --> f_2(1270) eta",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1645)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M154.6"
    },
    {
        "description": "omega(1650)",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$",
        "pdgId": "M126"
    },
    {
        "description": "omega(1650) MASS",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$ MASS",
        "pdgId": "M126M"
    },
    {
        "description": "omega(1650) WIDTH",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$ WIDTH",
        "pdgId": "M126W"
    },
    {
        "description": "G(omega(1650) --> rho pi)/G(total) * G(omega(1650) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126G3"
    },
    {
        "description": "G(omega(1650) --> omega pi pi)/G(total) * G(omega(1650) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126G4"
    },
    {
        "description": "G(omega(1650) --> omega eta)/G(total) * G(omega(1650) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126G5"
    },
    {
        "description": "G(omega(1650) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126R3"
    },
    {
        "description": "G(omega(1650) --> rho(1450) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126R02"
    },
    {
        "description": "G(omega(1650) --> omega pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126R2"
    },
    {
        "description": "G(omega(1650) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126R4"
    },
    {
        "description": "G(omega(1650) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M126R00"
    },
    {
        "description": "omega(1650) --> rho pi",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M126.1"
    },
    {
        "description": "omega(1650) --> rho(1450) pi",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M126.6"
    },
    {
        "description": "omega(1650) --> omega pi pi",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M126.2"
    },
    {
        "description": "omega(1650) --> omega eta",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M126.4"
    },
    {
        "description": "omega(1650) --> e+ e-",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M126.3"
    },
    {
        "description": "omega(1650) --> pi0 gamma",
        "description_tex": "${{\\mathit \\omega}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M126.5"
    },
    {
        "description": "omega_3(1670)",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$",
        "pdgId": "M045"
    },
    {
        "description": "omega_3(1670) MASS",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$ MASS",
        "pdgId": "M045M"
    },
    {
        "description": "omega_3(1670) WIDTH",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$ WIDTH",
        "pdgId": "M045W"
    },
    {
        "description": "G(omega_3(1670) --> omega pi pi)/G(omega_3(1670) --> rho pi)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$",
        "pdgId": "M045R3"
    },
    {
        "description": "G(omega_3(1670) --> b_1(1235) pi)/G(omega_3(1670) --> rho pi)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$",
        "pdgId": "M045R4"
    },
    {
        "description": "G(omega_3(1670) --> b_1(1235) pi)/G(omega_3(1670) --> omega pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M045R5"
    },
    {
        "description": "omega_3(1670) --> rho pi",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M045.1"
    },
    {
        "description": "omega_3(1670) --> omega pi pi",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M045.2"
    },
    {
        "description": "omega_3(1670) --> b_1(1235) pi",
        "description_tex": "${{\\mathit \\omega}_{{{3}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}}$",
        "pdgId": "M045.3"
    },
    {
        "description": "pi_2(1670)",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$",
        "pdgId": "M034"
    },
    {
        "description": "pi_2(1670) MASS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$ MASS",
        "pdgId": "M034M"
    },
    {
        "description": "pi_2(1670) WIDTH",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$ WIDTH",
        "pdgId": "M034W"
    },
    {
        "description": "G(pi_2(1670) --> pi+- gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}})$",
        "pdgId": "M034W2"
    },
    {
        "description": "G(pi_2(1670) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M034W1"
    },
    {
        "description": "G(pi_2(1670) --> pi+ pi- pi0) * G(pi_2(1670) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034G01"
    },
    {
        "description": "G(pi_2(1670) --> 3pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R20"
    },
    {
        "description": "G(pi_2(1670) --> pi0 pi0 pi0)/G(pi_2(1670) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M034R21"
    },
    {
        "description": "G(pi_2(1670) --> rho pi)/G(pi_2(1670) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M034R16"
    },
    {
        "description": "G(pi_2(1670) --> sigma pi)/G(pi_2(1670) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M034R15"
    },
    {
        "description": "G(pi_2(1670) --> rho pi)/G(pi_2(1670) --> pi+- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M034R2"
    },
    {
        "description": "G(pi_2(1670) --> f_2(1270) pi)/G(pi_2(1670) --> pi+- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M034R3"
    },
    {
        "description": "G(pi_2(1670) --> pi (pi pi)_Swave)/G(pi_2(1670) --> pi+- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M034R11"
    },
    {
        "description": "G(pi_2(1670) --> K Kbar*(892) + c.c.)/G(pi_2(1670) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M034R13"
    },
    {
        "description": "G(pi_2(1670) --> omega rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R17"
    },
    {
        "description": "G(pi_2(1670) --> eta pi)/G(pi_2(1670) --> pi+- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M034R5"
    },
    {
        "description": "G(pi_2(1670) --> pi+- 2pi+ 2pi-)/G(pi_2(1670) --> pi+- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M034R6"
    },
    {
        "description": "G(pi_2(1670) --> rho(1450) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R18"
    },
    {
        "description": "G(pi_2(1670) --> b_1(1235) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R19"
    },
    {
        "description": "G(pi_2(1670) --> f_1(1285) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R23"
    },
    {
        "description": "G(pi_2(1670) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M034R24"
    },
    {
        "description": "pi_{{2}}(1670) BRANCHING RATIOS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$ BRANCHING RATIOS",
        "pdgId": "M034220"
    },
    {
        "description": "D-wave/S-wave RATIO FOR pi_2(1670) --> f_2(1270) pi",
        "description_tex": "${\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ RATIO FOR ${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M034R14"
    },
    {
        "description": "F-wave/P-wave RATIO FOR pi_2(1670) --> rho pi",
        "description_tex": "${\\mathit F}{\\mathrm -wave}/{\\mathit P}{\\mathrm -wave}$ RATIO FOR ${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M034R22"
    },
    {
        "description": "pi_2(1670) --> 3pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}}$",
        "pdgId": "M034.20"
    },
    {
        "description": "pi_2(1670) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M034.22"
    },
    {
        "description": "pi_2(1670) --> pi0 pi0 pi0",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M034.23"
    },
    {
        "description": "pi_2(1670) --> f_2(1270) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M034.8"
    },
    {
        "description": "pi_2(1670) --> rho pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M034.2"
    },
    {
        "description": "pi_2(1670) --> sigma pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}}$",
        "pdgId": "M034.13"
    },
    {
        "description": "pi_2(1670) --> pi (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "M034.11"
    },
    {
        "description": "pi_2(1670) --> pi+- pi+ pi-",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M034.10"
    },
    {
        "description": "pi_2(1670) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M034.5"
    },
    {
        "description": "pi_2(1670) --> omega rho",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}}$",
        "pdgId": "M034.14"
    },
    {
        "description": "pi_2(1670) --> pi+- gamma",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\gamma}}$",
        "pdgId": "M034.27"
    },
    {
        "description": "pi_2(1670) --> gamma gamma",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M034.12"
    },
    {
        "description": "pi_2(1670) --> eta pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M034.3"
    },
    {
        "description": "pi_2(1670) --> pi+- 2pi+ 2pi-",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M034.4"
    },
    {
        "description": "pi_2(1670) --> rho(1450) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M034.15"
    },
    {
        "description": "pi_2(1670) --> b_1(1235) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}}$",
        "pdgId": "M034.16"
    },
    {
        "description": "pi_2(1670) --> f_1(1285) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}}$",
        "pdgId": "M034.25"
    },
    {
        "description": "pi_2(1670) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1670)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M034.26"
    },
    {
        "description": "phi(1680)",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$",
        "pdgId": "M067"
    },
    {
        "description": "phi(1680) MASS",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$ MASS",
        "pdgId": "M067205"
    },
    {
        "description": "e+ e- PRODUCTION",
        "description_tex": "${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ PRODUCTION",
        "pdgId": "M067M1"
    },
    {
        "description": "p pbar ANNIHILATION",
        "description_tex": "${{\\mathit p}}{{\\overline{\\mathit p}}}$ ANNIHILATION",
        "pdgId": "M067M3"
    },
    {
        "description": "phi(1680) WIDTH",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$ WIDTH",
        "pdgId": "M067210"
    },
    {
        "description": "e+ e- PRODUCTION",
        "description_tex": "${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ PRODUCTION",
        "pdgId": "M067W1"
    },
    {
        "description": "p pbar ANNIHILATION",
        "description_tex": "${{\\mathit p}}{{\\overline{\\mathit p}}}$ ANNIHILATION",
        "pdgId": "M067W3"
    },
    {
        "description": "G(phi(1680) --> K0L K0S) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067A00"
    },
    {
        "description": "G(phi(1680) --> phi pi pi) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067G02"
    },
    {
        "description": "G(phi(1680) --> eta phi) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067R00"
    },
    {
        "description": "G(phi(1680) --> K0L K0S)/G(total) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067G5"
    },
    {
        "description": "G(phi(1680) --> K Kbar*(892) + c.c.)/G(total) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067G6"
    },
    {
        "description": "G(phi(1680) --> phi pi pi)/G(total) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067G01"
    },
    {
        "description": "G(phi(1680) --> eta phi)/G(total) * G(phi(1680) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067G7"
    },
    {
        "description": "G(phi(1680) --> K Kbar*(892) + c.c.)/G(phi(1680) --> K0S K pi)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M067R3"
    },
    {
        "description": "G(phi(1680) --> K Kbar)/G(phi(1680) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M067R2"
    },
    {
        "description": "G(phi(1680) --> omega pi pi)/G(phi(1680) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M067R1"
    },
    {
        "description": "G(phi(1680) --> eta phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067R01"
    },
    {
        "description": "G(phi(1680) --> eta phi)/G(phi(1680) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}})/\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M067R5"
    },
    {
        "description": "G(phi(1680) --> eta gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067R02"
    },
    {
        "description": "G(phi(1680) --> f_2'(1525) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M067R03"
    },
    {
        "description": "phi(1680) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M067.4"
    },
    {
        "description": "phi(1680) --> K0S K pi",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M067.5"
    },
    {
        "description": "phi(1680) --> K Kbar",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M067.3"
    },
    {
        "description": "phi(1680) --> K0L K0S",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M067.9"
    },
    {
        "description": "phi(1680) --> e+ e-",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M067.6"
    },
    {
        "description": "phi(1680) --> omega pi pi",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M067.1"
    },
    {
        "description": "phi(1680) --> phi pi pi",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M067.11"
    },
    {
        "description": "phi(1680) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M067.12"
    },
    {
        "description": "phi(1680) --> eta phi",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}$",
        "pdgId": "M067.10"
    },
    {
        "description": "phi(1680) --> eta gamma",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\gamma}}$",
        "pdgId": "M067.13"
    },
    {
        "description": "phi(1680) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M067.2"
    },
    {
        "description": "phi(1680) --> f_2^'(1525) gamma",
        "description_tex": "${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}}$",
        "pdgId": "M067.15"
    },
    {
        "description": "rho_3(1690)",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$",
        "pdgId": "M015"
    },
    {
        "description": "rho_{{3}}(1690) MASS",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$ MASS",
        "pdgId": "M015205"
    },
    {
        "description": "rho_3(1690) MASS",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$ MASS",
        "pdgId": "M015M"
    },
    {
        "description": "2pi MODE",
        "description_tex": "2 ${{\\mathit \\pi}}$ MODE",
        "pdgId": "M015M1"
    },
    {
        "description": "K Kbar AND K Kbar pi MODES",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ AND ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODES",
        "pdgId": "M015M2"
    },
    {
        "description": "(4pi)+- MODE",
        "description_tex": "(4${{\\mathit \\pi}}){}^{+-}$ MODE",
        "pdgId": "M015M3"
    },
    {
        "description": "omega pi MODE",
        "description_tex": "${{\\mathit \\omega}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M015M5"
    },
    {
        "description": "eta pi+ pi- MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ MODE",
        "pdgId": "M015M6"
    },
    {
        "description": "rho_{{3}}(1690) WIDTH",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$ WIDTH",
        "pdgId": "M015210"
    },
    {
        "description": "2pi, K Kbar, AND K Kbar pi MODES",
        "description_tex": "2 ${{\\mathit \\pi}}$, ${{\\mathit K}}{{\\overline{\\mathit K}}}$, AND ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODES",
        "pdgId": "M015W"
    },
    {
        "description": "2pi MODE",
        "description_tex": "2${{\\mathit \\pi}}$ MODE",
        "pdgId": "M015W1"
    },
    {
        "description": "K Kbar AND K Kbar pi MODES",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ AND ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$ MODES",
        "pdgId": "M015W2"
    },
    {
        "description": "(4pi)+- MODE",
        "description_tex": "(4${{\\mathit \\pi}}){}^{+-}$ MODE",
        "pdgId": "M015W3"
    },
    {
        "description": "omega pi MODE",
        "description_tex": "${{\\mathit \\omega}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M015W5"
    },
    {
        "description": "eta pi+ pi- MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ MODE",
        "pdgId": "M015W6"
    },
    {
        "description": "G(rho_3(1690) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M015R1"
    },
    {
        "description": "G(rho_3(1690) --> pi pi)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R2"
    },
    {
        "description": "G(rho_3(1690) --> pi pi)/G(rho_3(1690) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M015R3"
    },
    {
        "description": "G(rho_3(1690) --> K Kbar)/G(rho_3(1690) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M015R4"
    },
    {
        "description": "G(rho_3(1690) --> K Kbar pi)/G(rho_3(1690) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M015R5"
    },
    {
        "description": "[G(rho_3(1690) --> pi pi rho)+ G(rho_3(1690) --> a_2(1320) pi)+ G(rho_3(1690) --> rho rho)]/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\rho}})$+ $\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})\\rbrack{}/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R6"
    },
    {
        "description": "G(rho_3(1690) --> rho rho)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R7"
    },
    {
        "description": "G(rho_3(1690) --> rho rho)/[G(rho_3(1690) --> pi pi rho)+ G(rho_3(1690) --> a_2(1320) pi)+ G(rho_3(1690) --> rho rho)]",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/[\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\rho}})$+ $\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})\\rbrack{}$",
        "pdgId": "M015R8"
    },
    {
        "description": "G(rho_3(1690) --> a_2(1320) pi)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R9"
    },
    {
        "description": "G(rho_3(1690) --> omega pi)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R10"
    },
    {
        "description": "G(rho_3(1690) --> phi pi)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R11"
    },
    {
        "description": "G(rho_3(1690) --> pi+- 2pi+ 2pi- pi0)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R12"
    },
    {
        "description": "G(rho_3(1690) --> eta pi)/G(rho_3(1690) --> pi+- pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M015R13"
    },
    {
        "description": "G(rho_3(1690) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M015R14"
    },
    {
        "description": "G(rho_3(1690) --> omega pi)/[G(rho_3(1690) --> omega pi)+ G(rho_3(1690) --> rho rho)]",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})/[\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}})$+ $\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})\\rbrack{}$",
        "pdgId": "M015R16"
    },
    {
        "description": "G(rho_3(1690) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M015R17"
    },
    {
        "description": "G(rho_3(1690) --> a_2(1320) pi)/G(rho_3(1690) --> rho(770) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\eta}})$",
        "pdgId": "M015R18"
    },
    {
        "description": "rho_3(1690) --> 4pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M015.2"
    },
    {
        "description": "rho_3(1690) --> pi+- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M015.11"
    },
    {
        "description": "rho_3(1690) --> omega pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M015.7"
    },
    {
        "description": "rho_3(1690) --> pi pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M015.1"
    },
    {
        "description": "rho_3(1690) --> K Kbar pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M015.3"
    },
    {
        "description": "rho_3(1690) --> K Kbar",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M015.4"
    },
    {
        "description": "rho_3(1690) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M015.13"
    },
    {
        "description": "rho_3(1690) --> rho(770) eta",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\eta}}$",
        "pdgId": "M015.14"
    },
    {
        "description": "rho_3(1690) --> pi pi rho",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\rho}}$",
        "pdgId": "M015.5"
    },
    {
        "description": "rho_3(1690) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M015.6"
    },
    {
        "description": "rho_3(1690) --> rho rho",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M015.8"
    },
    {
        "description": "rho_3(1690) --> phi pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}$",
        "pdgId": "M015.9"
    },
    {
        "description": "rho_3(1690) --> eta pi",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M015.10"
    },
    {
        "description": "rho_3(1690) --> pi+- 2pi+ 2pi- pi0",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M015.12"
    },
    {
        "description": "rho(1700)",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$",
        "pdgId": "M065"
    },
    {
        "description": "rho(1700) MASS",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$ MASS",
        "pdgId": "M065205"
    },
    {
        "description": "eta rho0 AND pi+ pi- MODES",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ AND ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ MODES",
        "pdgId": "M065M0"
    },
    {
        "description": "eta rho0 MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ MODE",
        "pdgId": "M065M6"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M065M1"
    },
    {
        "description": "pi omega MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\omega}}$ MODE",
        "pdgId": "M065M8"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M065M2"
    },
    {
        "description": "2 ( pi+ pi- ) MODE",
        "description_tex": "2 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) MODE",
        "pdgId": "M065M4"
    },
    {
        "description": "pi+ pi- pi0 pi0 MODE",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ MODE",
        "pdgId": "M065M5"
    },
    {
        "description": "3( pi+ pi- ) AND 2( pi+ pi- pi0 ) MODES",
        "description_tex": "3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) AND 2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ) MODES",
        "pdgId": "M065M7"
    },
    {
        "description": "mass(rho(1700)0) - mass(rho(1700)+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\rho}{(1700)}^{0}}}$ $&minus;$ ${\\mathit m}_{{{\\mathit \\rho}{(1700)}^{\\pm}}}$",
        "pdgId": "M065DM"
    },
    {
        "description": "rho(1700) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$ WIDTH",
        "pdgId": "M065210"
    },
    {
        "description": "eta rho0 AND pi+ pi- MODES",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ AND ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ MODES",
        "pdgId": "M065W0"
    },
    {
        "description": "eta rho0 MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$ MODE",
        "pdgId": "M065W6"
    },
    {
        "description": "pi pi MODE",
        "description_tex": "${{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M065W1"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M065W2"
    },
    {
        "description": "2 ( pi+ pi- ) MODE",
        "description_tex": "2 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) MODE",
        "pdgId": "M065W4"
    },
    {
        "description": "pi+ pi- pi0 pi0 MODE",
        "description_tex": "${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ MODE",
        "pdgId": "M065W5"
    },
    {
        "description": "omega pi0 MODE",
        "description_tex": "${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$ MODE",
        "pdgId": "M065W9"
    },
    {
        "description": "3( pi+ pi- ) AND 2( pi+ pi- pi0 ) MODES",
        "description_tex": "3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) AND 2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ) MODES",
        "pdgId": "M065W7"
    },
    {
        "description": "width(rho(1700)0) - width(rho(1700)+-)",
        "description_tex": "${\\Gamma}_{{\\mathit \\rho}{(1700)}^{0}}$ $&minus;$ ${\\Gamma}_{{\\mathit \\rho}{(1700)}^{\\pm}}$",
        "pdgId": "M065DW"
    },
    {
        "description": "G(rho(1700) --> 2(pi+ pi-)) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G2"
    },
    {
        "description": "G(rho(1700) --> pi+ pi-) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G4"
    },
    {
        "description": "G(rho(1700) --> K Kbar*(892) + c.c.) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G10"
    },
    {
        "description": "G(rho(1700) --> eta rho) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G11"
    },
    {
        "description": "G(rho(1700) --> K Kbar) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G5"
    },
    {
        "description": "G(rho(1700) --> rho pi pi) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065G12"
    },
    {
        "description": "G(rho(1700) --> pi0 omega)/G(total) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R01"
    },
    {
        "description": "G(rho(1700) --> eta rho)/G(total) * G(rho(1700) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R00"
    },
    {
        "description": "G(rho(1700) --> rho pi pi)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R19"
    },
    {
        "description": "G(rho(1700) --> rho0 pi+ pi-)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R1"
    },
    {
        "description": "G(rho(1700) --> rho0 pi0 pi0)/G(rho(1700) --> rho+- pi-+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M065R6"
    },
    {
        "description": "G(rho(1700) --> a_1(1260) pi)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R15"
    },
    {
        "description": "G(rho(1700) --> h_1(1170) pi)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1170)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R16"
    },
    {
        "description": "G(rho(1700) --> pi(1300) pi)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R17"
    },
    {
        "description": "G(rho(1700) --> rho rho)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R18"
    },
    {
        "description": "G(rho(1700) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R5"
    },
    {
        "description": "G(rho(1700) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R03"
    },
    {
        "description": "G(rho(1700) --> pi+ pi-)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R3"
    },
    {
        "description": "G(rho(1700) --> pi pi)/G(rho(1700) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M065R20"
    },
    {
        "description": "G(rho(1700) --> K Kbar*(892) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R21"
    },
    {
        "description": "G(rho(1700) --> K Kbar*(892) + c.c.)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R9"
    },
    {
        "description": "G(rho(1700) --> eta rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R12"
    },
    {
        "description": "G(rho(1700) --> eta rho)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R8"
    },
    {
        "description": "G(rho(1700) --> pi+ pi- neutrals)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ neutrals$)/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R7"
    },
    {
        "description": "G(rho(1700) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R14"
    },
    {
        "description": "G(rho(1700) --> K Kbar)/G(rho(1700) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M065R4"
    },
    {
        "description": "G(rho(1700) --> K Kbar)/G(rho(1700) --> K Kbar*(892) + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)$",
        "pdgId": "M065R10"
    },
    {
        "description": "G(rho(1700) --> pi0 omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R13"
    },
    {
        "description": "G(rho(1700) --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R02"
    },
    {
        "description": "G(rho(1700) --> f_0(1500) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M065R04"
    },
    {
        "description": "rho(1700) --> 4pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M065.20"
    },
    {
        "description": "rho(1700) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M065.2"
    },
    {
        "description": "rho(1700) --> rho pi pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M065.12"
    },
    {
        "description": "rho(1700) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M065.1"
    },
    {
        "description": "rho(1700) --> rho0 pi0 pi0",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M065.7"
    },
    {
        "description": "rho(1700) --> rho+- pi-+ pi0",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M065.9"
    },
    {
        "description": "rho(1700) --> a_1(1260) pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}}{{\\mathit \\pi}}$",
        "pdgId": "M065.15"
    },
    {
        "description": "rho(1700) --> h_1(1170) pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1170)}}{{\\mathit \\pi}}$",
        "pdgId": "M065.16"
    },
    {
        "description": "rho(1700) --> pi(1300) pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}}{{\\mathit \\pi}}$",
        "pdgId": "M065.17"
    },
    {
        "description": "rho(1700) --> rho rho",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M065.18"
    },
    {
        "description": "rho(1700) --> pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M065.4"
    },
    {
        "description": "rho(1700) --> pi pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M065.13"
    },
    {
        "description": "rho(1700) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M065.10"
    },
    {
        "description": "rho(1700) --> eta rho",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}}$",
        "pdgId": "M065.11"
    },
    {
        "description": "rho(1700) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M065.14"
    },
    {
        "description": "rho(1700) --> K Kbar",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M065.5"
    },
    {
        "description": "rho(1700) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M065.8"
    },
    {
        "description": "rho(1700) --> pi0 omega",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "M065.6"
    },
    {
        "description": "rho(1700) --> pi0 gamma",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M065.194"
    },
    {
        "description": "rho(1700) --> f_0(1500) gamma",
        "description_tex": "${{\\mathit \\rho}{(1700)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\gamma}}$",
        "pdgId": "M065.195"
    },
    {
        "description": "a_2(1700)",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$",
        "pdgId": "M162"
    },
    {
        "description": "a_2(1700) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M162PP"
    },
    {
        "description": "a_2(1700) MASS",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$ MASS",
        "pdgId": "M162M"
    },
    {
        "description": "a_2(1700) WIDTH",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$ WIDTH",
        "pdgId": "M162W"
    },
    {
        "description": "G(a_2(1700) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M162W3"
    },
    {
        "description": "G(a_2(1700) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M162W2"
    },
    {
        "description": "G(a_2(1700) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M162W1"
    },
    {
        "description": "[G(a_2(1700) --> rho pi) * + G(a_2(1700) --> f_2(1270) pi) * G(a_2(1700) --> gamma gamma)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$ ${\\times }$ + $\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M162G1"
    },
    {
        "description": "G(a_2(1700) --> K Kbar) * G(a_2(1700) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M162G2"
    },
    {
        "description": "G(a_2(1700) --> rho pi)/G(a_2(1700) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M162R01"
    },
    {
        "description": "G(a_2(1700) --> K Kbar)/G(a_2(1700) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M162R00"
    },
    {
        "description": "G(a_2(1700) --> eta' pi)/G(a_2(1700) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M162R02"
    },
    {
        "description": "a_2(1700) --> eta pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M162.4"
    },
    {
        "description": "a_2(1700) --> eta^' pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}}$",
        "pdgId": "M162.8"
    },
    {
        "description": "a_2(1700) --> gamma gamma",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M162.1"
    },
    {
        "description": "a_2(1700) --> rho pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M162.2"
    },
    {
        "description": "a_2(1700) --> f_2(1270) pi",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M162.3"
    },
    {
        "description": "a_2(1700) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M162.5"
    },
    {
        "description": "a_2(1700) --> omega pi- pi0",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M162.6"
    },
    {
        "description": "a_2(1700) --> omega rho",
        "description_tex": "${{\\mathit a}_{{{2}}}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}}$",
        "pdgId": "M162.7"
    },
    {
        "description": "a_0(1710)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$",
        "pdgId": "M263"
    },
    {
        "description": "a_0(1710) MASS",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$ MASS",
        "pdgId": "M263M"
    },
    {
        "description": "a_0(1710) WIDTH",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$ WIDTH",
        "pdgId": "M263W"
    },
    {
        "description": "G(a_0(1710) --> pi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M263R01"
    },
    {
        "description": "G(a_0(1710) --> K+ K-)/G(a_0(1710) --> K0S K0S)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$",
        "pdgId": "M263R00"
    },
    {
        "description": "G(a_0(1710) --> K0S K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M263R02"
    },
    {
        "description": "a_0(1710) --> pi eta",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\eta}}$",
        "pdgId": "M263.1"
    },
    {
        "description": "a_0(1710) --> K+ K-",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M263.2"
    },
    {
        "description": "a_0(1710) --> K0S K0S",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M263.3"
    },
    {
        "description": "a_0(1710) --> K0S K+",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "M263.4"
    },
    {
        "description": "f_0(1710)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M068"
    },
    {
        "description": "f_0(1710) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M068PP"
    },
    {
        "description": "f_0(1710) Breit-Wigner MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$ Breit-Wigner MASS",
        "pdgId": "M068M"
    },
    {
        "description": "f_0(1710) Breit-Wigner WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$ Breit-Wigner WIDTH",
        "pdgId": "M068W"
    },
    {
        "description": "G(f_0(1710) --> K Kbar) * G(f_0(1710) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068G2"
    },
    {
        "description": "G(f_0(1710) --> pi pi) * G(f_0(1710) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068G3"
    },
    {
        "description": "G(f_0(1710) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068R2"
    },
    {
        "description": "G(f_0(1710) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068R1"
    },
    {
        "description": "G(f_0(1710) --> eta eta)/G(f_0(1710) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M068R7"
    },
    {
        "description": "G(f_0(1710) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068R5"
    },
    {
        "description": "G(f_0(1710) --> pi pi)/G(f_0(1710) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M068R6"
    },
    {
        "description": "G(f_0(1710) --> eta eta')/G(f_0(1710) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M068R00"
    },
    {
        "description": "G(f_0(1710) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M068R3"
    },
    {
        "description": "f_0(1710) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M068.2"
    },
    {
        "description": "f_0(1710) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M068.1"
    },
    {
        "description": "f_0(1710) --> eta eta^'",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M068.7"
    },
    {
        "description": "f_0(1710) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M068.5"
    },
    {
        "description": "f_0(1710) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M068.6"
    },
    {
        "description": "f_0(1710) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M068.4"
    },
    {
        "description": "X(1750)",
        "description_tex": "${{\\mathit X}{(1750)}}$",
        "pdgId": "M255"
    },
    {
        "description": "X(1750) MASS",
        "description_tex": "${{\\mathit X}{(1750)}}$ MASS",
        "pdgId": "M255M"
    },
    {
        "description": "X(1750) WIDTH",
        "description_tex": "${{\\mathit X}{(1750)}}$ WIDTH",
        "pdgId": "M255W"
    },
    {
        "description": "G(X(1750) --> Kbar*(892)0 K0S)/G(X(1750) --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M255R01"
    },
    {
        "description": "G(X(1750) --> K*(892)+- K-+)/G(X(1750) --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma({{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M255R02"
    },
    {
        "description": "G(X(1750) --> eta phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M255R00"
    },
    {
        "description": "X(1750) --> K+ K-",
        "description_tex": "${{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M255.1"
    },
    {
        "description": "X(1750) --> Kbar^*(892)0 K0S",
        "description_tex": "${{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$",
        "pdgId": "M255.2"
    },
    {
        "description": "X(1750) --> K^*(892)+- K-+",
        "description_tex": "${{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M255.3"
    },
    {
        "description": "X(1750) --> eta phi",
        "description_tex": "${{\\mathit X}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}$",
        "pdgId": "M255.4"
    },
    {
        "description": "eta(1760)",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$",
        "pdgId": "M114"
    },
    {
        "description": "eta(1760) MASS",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$ MASS",
        "pdgId": "M114M"
    },
    {
        "description": "eta(1760) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$ WIDTH",
        "pdgId": "M114W"
    },
    {
        "description": "G(eta(1760) --> eta' pi+ pi-) * G(eta(1760) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114G01"
    },
    {
        "description": "G(eta(1760) --> 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114R01"
    },
    {
        "description": "G(eta(1760) --> pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114R02"
    },
    {
        "description": "G(eta(1760) --> rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114R03"
    },
    {
        "description": "G(eta(1760) --> rho+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114R04"
    },
    {
        "description": "G(eta(1760) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M114R06"
    },
    {
        "description": "G(eta(1760) --> gamma gamma)/G(eta(1760) --> omega omega)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$",
        "pdgId": "M114R08"
    },
    {
        "description": "eta(1760) --> 4 pi",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$  4  ${{\\mathit \\pi}}$",
        "pdgId": "M114.1"
    },
    {
        "description": "eta(1760) --> 2 pi+ 2 pi-",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M114.2"
    },
    {
        "description": "eta(1760) --> pi+ pi- 2 pi0",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M114.3"
    },
    {
        "description": "eta(1760) --> rho0 rho0",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M114.4"
    },
    {
        "description": "eta(1760) --> rho+ rho-",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "M114.5"
    },
    {
        "description": "eta(1760) --> omega omega",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M114.7"
    },
    {
        "description": "eta(1760) --> eta^' pi+ pi-",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M114.8"
    },
    {
        "description": "eta(1760) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}{(1760)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M114.9"
    },
    {
        "description": "f_0(1770)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$",
        "pdgId": "M264"
    },
    {
        "description": "f_0(1770) Breit-Wigner MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$ Breit-Wigner MASS",
        "pdgId": "M264M"
    },
    {
        "description": "f_0(1770) Breit-Wigner WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$ Breit-Wigner WIDTH",
        "pdgId": "M264W"
    },
    {
        "description": "G(f_0(1770) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M264R01"
    },
    {
        "description": "G(f_0(1770) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M264R02"
    },
    {
        "description": "G(f_0(1770) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M264R03"
    },
    {
        "description": "G(f_0(1770) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M264R04"
    },
    {
        "description": "G(f_0(1770) --> pi pi)/G(total) * G(f_0(1770) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M264R00"
    },
    {
        "description": "f_0(1770) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M264.1"
    },
    {
        "description": "f_0(1770) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M264.2"
    },
    {
        "description": "f_0(1770) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M264.3"
    },
    {
        "description": "f_0(1770) --> omega phi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M264.4"
    },
    {
        "description": "pi(1800)",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$",
        "pdgId": "M075"
    },
    {
        "description": "pi(1800) MASS",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$ MASS",
        "pdgId": "M075M"
    },
    {
        "description": "pi(1800) WIDTH",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$ WIDTH",
        "pdgId": "M075W"
    },
    {
        "description": "G(pi(1800) --> f_0(980) pi-)/G(pi(1800) --> f_0(500) pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M075R11"
    },
    {
        "description": "G(pi(1800) --> f_0(980) pi-)/G(pi(1800) --> f_0(1370) pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M075R5"
    },
    {
        "description": "G(pi(1800) --> f_0(1370) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R1"
    },
    {
        "description": "G(pi(1800) --> f_0(1500) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R12"
    },
    {
        "description": "G(pi(1800) --> rho pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R2"
    },
    {
        "description": "G(pi(1800) --> rho pi-)/G(pi(1800) --> f_0(980) pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M075R6"
    },
    {
        "description": "G(pi(1800) --> eta eta pi-)/G(pi(1800) --> pi+ pi- pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M075R8"
    },
    {
        "description": "G(pi(1800) --> a_2(1320) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R13"
    },
    {
        "description": "G(pi(1800) --> f_2(1270) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R14"
    },
    {
        "description": "G(pi(1800) --> f_0(1370) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R15"
    },
    {
        "description": "G(pi(1800) --> f_0(1500) pi-)/G(pi(1800) --> a_0(980) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\eta}})$",
        "pdgId": "M075R7"
    },
    {
        "description": "G(pi(1800) --> eta eta'(958) pi-)/G(pi(1800) --> eta eta pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M075R10"
    },
    {
        "description": "G(pi(1800) --> K_0*(1430) K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R4"
    },
    {
        "description": "G(pi(1800) --> K*(892) K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M075R9"
    },
    {
        "description": "pi(1800) --> pi+ pi- pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.10"
    },
    {
        "description": "pi(1800) --> f_0(500) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.11"
    },
    {
        "description": "pi(1800) --> f_0(980) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.3"
    },
    {
        "description": "pi(1800) --> f_0(1370) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.1"
    },
    {
        "description": "pi(1800) --> f_0(1500) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.12"
    },
    {
        "description": "pi(1800) --> rho pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.2"
    },
    {
        "description": "pi(1800) --> eta eta pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.7"
    },
    {
        "description": "pi(1800) --> a_0(980) eta",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\eta}}$",
        "pdgId": "M075.5"
    },
    {
        "description": "pi(1800) --> a_2(1320) eta",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\eta}}$",
        "pdgId": "M075.13"
    },
    {
        "description": "pi(1800) --> f_2(1270) pi",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M075.14"
    },
    {
        "description": "pi(1800) --> f_0(1370) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.15"
    },
    {
        "description": "pi(1800) --> f_0(1500) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.6"
    },
    {
        "description": "pi(1800) --> eta eta^'(958) pi-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M075.8"
    },
    {
        "description": "pi(1800) --> K_0^*(1430) K-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit K}^{-}}$",
        "pdgId": "M075.4"
    },
    {
        "description": "pi(1800) --> K^*(892) K-",
        "description_tex": "${{\\mathit \\pi}{(1800)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit K}^{-}}$",
        "pdgId": "M075.9"
    },
    {
        "description": "f_2(1810)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$",
        "pdgId": "M038"
    },
    {
        "description": "f_2(1810) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$ MASS",
        "pdgId": "M038M"
    },
    {
        "description": "f_2(1810) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$ WIDTH",
        "pdgId": "M038W"
    },
    {
        "description": "G(f_2(1810) --> eta eta) * G(f_2(1810) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M038G01"
    },
    {
        "description": "G(f_2(1810) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M038R2"
    },
    {
        "description": "G(f_2(1810) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M038R3"
    },
    {
        "description": "G(f_2(1810) --> pi pi)/G(f_2(1810) --> 4pi0)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "M038R4"
    },
    {
        "description": "G(f_2(1810) --> 4pi0)/G(f_2(1810) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M038R5"
    },
    {
        "description": "G(f_2(1810) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M038R1"
    },
    {
        "description": "f_2(1810) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M038.2"
    },
    {
        "description": "f_2(1810) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M038.3"
    },
    {
        "description": "f_2(1810) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M038.4"
    },
    {
        "description": "f_2(1810) --> K+ K-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M038.1"
    },
    {
        "description": "f_2(1810) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M038.5"
    },
    {
        "description": "X(1835)",
        "description_tex": "${{\\mathit X}{(1835)}}$",
        "pdgId": "M085"
    },
    {
        "description": "X(1835) MASS",
        "description_tex": "${{\\mathit X}{(1835)}}$ MASS",
        "pdgId": "M085M"
    },
    {
        "description": "X(1835) WIDTH",
        "description_tex": "${{\\mathit X}{(1835)}}$ WIDTH",
        "pdgId": "M085W"
    },
    {
        "description": "G(X(1835) --> eta' pi+ pi-) * G(X(1835) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M085G01"
    },
    {
        "description": "G(X(1835) --> p pbar)/G(X(1835) --> eta' pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M085R01"
    },
    {
        "description": "G(X(1835) --> eta' pi+ pi-)/G(X(1835) --> K0S K0S eta)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})$",
        "pdgId": "M085R00"
    },
    {
        "description": "G(X(1835) --> eta' pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M085R03"
    },
    {
        "description": "G(X(1835) --> gamma phi(1020))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M085R04"
    },
    {
        "description": "G(X(1835) --> gamma gamma)/G(X(1835) --> eta' pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M085R05"
    },
    {
        "description": "G(X(1835) --> 3( pi+ pi- ))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(1835)}}$   $\\rightarrow$  3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M085R06"
    },
    {
        "description": "X(1835) --> p pbar",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M085.1"
    },
    {
        "description": "X(1835) --> eta^' pi+ pi-",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M085.2"
    },
    {
        "description": "X(1835) --> gamma gamma",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M085.4"
    },
    {
        "description": "X(1835) --> K0S K0S eta",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "M085.5"
    },
    {
        "description": "X(1835) --> gamma phi(1020)",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}}$",
        "pdgId": "M085.6"
    },
    {
        "description": "X(1835) --> 3 ( pi+ pi- )",
        "description_tex": "${{\\mathit X}{(1835)}}$   $\\rightarrow$  3 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M085.7"
    },
    {
        "description": "phi_3(1850)",
        "description_tex": "${{\\mathit \\phi}_{{{3}}}{(1850)}}$",
        "pdgId": "M054"
    },
    {
        "description": "phi_3(1850) MASS",
        "description_tex": "${{\\mathit \\phi}_{{{3}}}{(1850)}}$ MASS",
        "pdgId": "M054M"
    },
    {
        "description": "phi_3(1850) WIDTH",
        "description_tex": "${{\\mathit \\phi}_{{{3}}}{(1850)}}$ WIDTH",
        "pdgId": "M054W"
    },
    {
        "description": "G(phi_3(1850) --> K Kbar*(892) + c.c.)/G(phi_3(1850) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}_{{{3}}}{(1850)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.$)/\\Gamma({{\\mathit \\phi}_{{{3}}}{(1850)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M054R1"
    },
    {
        "description": "phi_3(1850) --> K Kbar",
        "description_tex": "${{\\mathit \\phi}_{{{3}}}{(1850)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M054.1"
    },
    {
        "description": "phi_3(1850) --> K Kbar^*(892) + c.c.",
        "description_tex": "${{\\mathit \\phi}_{{{3}}}{(1850)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}^{*}{(892)}}$ + c.c.",
        "pdgId": "M054.2"
    },
    {
        "description": "eta_1(1855)",
        "description_tex": "${{\\mathit \\eta}_{{{1}}}{(1855)}}$",
        "pdgId": "M267"
    },
    {
        "description": "eta_1(1855) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{1}}}{(1855)}}$ MASS",
        "pdgId": "M267M"
    },
    {
        "description": "eta_1(1855) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{1}}}{(1855)}}$ WIDTH",
        "pdgId": "M267W"
    },
    {
        "description": "G(eta_1(1855) --> eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{1}}}{(1855)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M267R00"
    },
    {
        "description": "eta_1(1855) --> eta eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{1}}}{(1855)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M267.1"
    },
    {
        "description": "eta_2(1870)",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$",
        "pdgId": "M101"
    },
    {
        "description": "eta_2(1870) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$ MASS",
        "pdgId": "M101M"
    },
    {
        "description": "eta_2(1870) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$ WIDTH",
        "pdgId": "M101W"
    },
    {
        "description": "G(eta_2(1870) --> a_2(1320) pi)/G(eta_2(1870) --> f_2(1270) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})$",
        "pdgId": "M101R2"
    },
    {
        "description": "G(eta_2(1870) --> a_2(1320) pi)/G(eta_2(1870) --> a_0(980) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})$",
        "pdgId": "M101R4"
    },
    {
        "description": "G(eta_2(1870) --> a_0(980) pi)/G(eta_2(1870) --> f_2(1270) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})$",
        "pdgId": "M101R01"
    },
    {
        "description": "G(eta_2(1870) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M101R02"
    },
    {
        "description": "eta_2(1870) --> eta pi pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M101.1"
    },
    {
        "description": "eta_2(1870) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M101.4"
    },
    {
        "description": "eta_2(1870) --> f_2(1270) eta",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M101.8"
    },
    {
        "description": "eta_2(1870) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M101.2"
    },
    {
        "description": "eta_2(1870) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}_{{{2}}}{(1870)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M101.9"
    },
    {
        "description": "pi_2(1880)",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$",
        "pdgId": "M185"
    },
    {
        "description": "pi_2(1880) MASS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$ MASS",
        "pdgId": "M185M"
    },
    {
        "description": "pi_2(1880) WIDTH",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$ WIDTH",
        "pdgId": "M185W"
    },
    {
        "description": "G(pi_2(1880) --> a_2(1320) eta)/G(pi_2(1880) --> f_1(1285) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}})$",
        "pdgId": "M185R01"
    },
    {
        "description": "G(pi_2(1880) --> f_0(1500) pi)/G(pi_2(1880) --> a_0(980) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\eta}})$",
        "pdgId": "M185R02"
    },
    {
        "description": "pi_2(1880) --> eta eta pi-",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M185.1"
    },
    {
        "description": "pi_2(1880) --> a_0(980) eta",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\eta}}$",
        "pdgId": "M185.2"
    },
    {
        "description": "pi_2(1880) --> a_2(1320) eta",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\eta}}$",
        "pdgId": "M185.3"
    },
    {
        "description": "pi_2(1880) --> f_0(1500) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}}$",
        "pdgId": "M185.4"
    },
    {
        "description": "pi_2(1880) --> f_1(1285) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}}$",
        "pdgId": "M185.5"
    },
    {
        "description": "pi_2(1880) --> omega pi- pi0",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M185.6"
    },
    {
        "description": "rho(1900)",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$",
        "pdgId": "M170"
    },
    {
        "description": "rho(1900) MASS",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$ MASS",
        "pdgId": "M170M"
    },
    {
        "description": "rho(1900) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$ WIDTH",
        "pdgId": "M170W"
    },
    {
        "description": "G(rho(1900) --> phi pi)/G(total) * G(rho(1900) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M170B01"
    },
    {
        "description": "G(rho(1900) --> 6pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(1900)}}$   $\\rightarrow$  6 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M170R1"
    },
    {
        "description": "rho(1900) --> 6pi",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$  6 ${{\\mathit \\pi}}$",
        "pdgId": "M170.5"
    },
    {
        "description": "rho(1900) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M170.1"
    },
    {
        "description": "rho(1900) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M170.6"
    },
    {
        "description": "rho(1900) --> phi pi",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}$",
        "pdgId": "M170.7"
    },
    {
        "description": "rho(1900) --> hadrons",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M170.2"
    },
    {
        "description": "rho(1900) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M170.3"
    },
    {
        "description": "rho(1900) --> Nbar N",
        "description_tex": "${{\\mathit \\rho}{(1900)}}$   $\\rightarrow$   ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M170.4"
    },
    {
        "description": "f_2(1910)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$",
        "pdgId": "M142"
    },
    {
        "description": "f_{{2}}(1910) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$ MASS",
        "pdgId": "M142205"
    },
    {
        "description": "f_2(1910) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$ MASS",
        "pdgId": "M142MX"
    },
    {
        "description": "f_2(1910) omega omega MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit \\omega}}{{\\mathit \\omega}}$ MODE",
        "pdgId": "M142M2"
    },
    {
        "description": "f_2(1910) eta eta' MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$ MODE",
        "pdgId": "M142M3"
    },
    {
        "description": "f_2(1910) K+ K- MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$ MODE",
        "pdgId": "M142M4"
    },
    {
        "description": "f_{{2}}(1910) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$ WIDTH",
        "pdgId": "M142210"
    },
    {
        "description": "f_2(1910) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$ WIDTH",
        "pdgId": "M142WX"
    },
    {
        "description": "f_2(1910) omega omega MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit \\omega}}{{\\mathit \\omega}}$ MODE",
        "pdgId": "M142W2"
    },
    {
        "description": "f_2(1910) eta eta' MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$ MODE",
        "pdgId": "M142W3"
    },
    {
        "description": "f_2(1910) K+ K- MODE",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$ MODE",
        "pdgId": "M142W4"
    },
    {
        "description": "G(f_2(1910) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M142R11"
    },
    {
        "description": "G(f_2(1910) --> pi0 pi0)/G(f_2(1910) --> eta eta')",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "M142R4"
    },
    {
        "description": "G(f_2(1910) --> K0S K0S)/G(f_2(1910) --> eta eta')",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "M142R7"
    },
    {
        "description": "G(f_2(1910) --> eta eta)/G(f_2(1910) --> eta eta')",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "M142R6"
    },
    {
        "description": "G(f_2(1910) --> omega omega)/G(f_2(1910) --> eta eta')",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "M142R10"
    },
    {
        "description": "G(f_2(1910) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M142R8"
    },
    {
        "description": "G(f_2(1910) --> rho rho)/G(f_2(1910) --> omega omega)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$",
        "pdgId": "M142R9"
    },
    {
        "description": "G(f_2(1910) --> f_2(1270) eta)/G(f_2(1910) --> a_2(1320) pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$",
        "pdgId": "M142R12"
    },
    {
        "description": "f_2(1910) --> pi0 pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M142.6"
    },
    {
        "description": "f_2(1910) --> K+ K-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M142.11"
    },
    {
        "description": "f_2(1910) --> K0S K0S",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M142.8"
    },
    {
        "description": "f_2(1910) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M142.3"
    },
    {
        "description": "f_2(1910) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M142.4"
    },
    {
        "description": "f_2(1910) --> eta eta^'",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M142.5"
    },
    {
        "description": "f_2(1910) --> eta^' eta^'",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M142.9"
    },
    {
        "description": "f_2(1910) --> rho rho",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M142.10"
    },
    {
        "description": "f_2(1910) --> a_2(1320) pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M142.12"
    },
    {
        "description": "f_2(1910) --> f_2(1270) eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1910)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M142.13"
    },
    {
        "description": "a_0(1950)",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1950)}}$",
        "pdgId": "M227"
    },
    {
        "description": "a_0(1950) MASS",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1950)}}$ MASS",
        "pdgId": "M227M"
    },
    {
        "description": "a_0(1950) WIDTH",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1950)}}$ WIDTH",
        "pdgId": "M227W"
    },
    {
        "description": "G(a_0(1950) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{0}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M227R01"
    },
    {
        "description": "a_0(1950) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{0}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M227.1"
    },
    {
        "description": "f_2(1950)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$",
        "pdgId": "M135"
    },
    {
        "description": "f_2(1950) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M135PP"
    },
    {
        "description": "f_2(1950) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$ MASS",
        "pdgId": "M135M"
    },
    {
        "description": "f_2(1950) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$ WIDTH",
        "pdgId": "M135W"
    },
    {
        "description": "G(f_2(1950) --> K Kbar) * G(f_2(1950) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M135G1"
    },
    {
        "description": "G(f_2(1950) --> pi pi) * G(f_2(1950) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M135G2"
    },
    {
        "description": "G(f_2(1950) --> K*(892) Kbar*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M135R1"
    },
    {
        "description": "G(f_2(1950) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M135R3"
    },
    {
        "description": "G(f_2(1950) --> eta eta)/G(f_2(1950) --> 4pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}})$",
        "pdgId": "M135R5"
    },
    {
        "description": "G(f_2(1950) --> eta eta)/G(f_2(1950) --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M135R6"
    },
    {
        "description": "G(f_2(1950) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M135R07"
    },
    {
        "description": "f_2(1950) --> K^*(892) Kbar^*(892)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "M135.1"
    },
    {
        "description": "f_2(1950) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M135.11"
    },
    {
        "description": "f_2(1950) --> pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M135.2"
    },
    {
        "description": "f_2(1950) --> pi0 pi0",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M135.10"
    },
    {
        "description": "f_2(1950) --> 4pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}}$",
        "pdgId": "M135.7"
    },
    {
        "description": "f_2(1950) --> pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M135.3"
    },
    {
        "description": "f_2(1950) --> a_2(1320) pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M135.4"
    },
    {
        "description": "f_2(1950) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M135.6"
    },
    {
        "description": "f_2(1950) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M135.8"
    },
    {
        "description": "f_2(1950) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M135.9"
    },
    {
        "description": "f_2(1950) --> p pbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(1950)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M135.12"
    },
    {
        "description": "a_4(1970)",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$",
        "pdgId": "M017"
    },
    {
        "description": "a_4(1970) MASS",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$ MASS",
        "pdgId": "M017M"
    },
    {
        "description": "a_4(1970) WIDTH",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$ WIDTH",
        "pdgId": "M017W"
    },
    {
        "description": "G(a_4(1970) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M017R1"
    },
    {
        "description": "G(a_4(1970) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M017R2"
    },
    {
        "description": "G(a_4(1970) --> rho pi)/G(a_4(1970) --> f_2(1270) pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})$",
        "pdgId": "M017R4"
    },
    {
        "description": "G(a_4(1970) --> eta pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M017R3"
    },
    {
        "description": "G(a_4(1970) --> eta'(958) pi)/G(a_4(1970) --> eta pi)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}})$",
        "pdgId": "M017R01"
    },
    {
        "description": "G(a_4(1970) --> omega rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M017R5"
    },
    {
        "description": "a_4(1970) --> K Kbar",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M017.1"
    },
    {
        "description": "a_4(1970) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M017.2"
    },
    {
        "description": "a_4(1970) --> rho pi",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M017.5"
    },
    {
        "description": "a_4(1970) --> f_2(1270) pi",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M017.6"
    },
    {
        "description": "a_4(1970) --> omega pi- pi0",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M017.7"
    },
    {
        "description": "a_4(1970) --> omega rho",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}}$",
        "pdgId": "M017.8"
    },
    {
        "description": "a_4(1970) --> eta pi",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}$",
        "pdgId": "M017.3"
    },
    {
        "description": "a_4(1970) --> eta^'(958) pi",
        "description_tex": "${{\\mathit a}_{{{4}}}{(1970)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}$",
        "pdgId": "M017.4"
    },
    {
        "description": "rho_3(1990)",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1990)}}$",
        "pdgId": "M167"
    },
    {
        "description": "rho_3(1990) MASS",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1990)}}$ MASS",
        "pdgId": "M167M"
    },
    {
        "description": "rho_3(1990) WIDTH",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(1990)}}$ WIDTH",
        "pdgId": "M167W"
    },
    {
        "description": "pi_2(2005)",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2005)}}$",
        "pdgId": "M239"
    },
    {
        "description": "pi_2(2005) MASS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2005)}}$ MASS",
        "pdgId": "M239M"
    },
    {
        "description": "pi_2(2005) WIDTH",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2005)}}$ WIDTH",
        "pdgId": "M239W"
    },
    {
        "description": "G(pi_2(2005) --> pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(2005)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M239R00"
    },
    {
        "description": "G(pi_2(2005) --> omega pi0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(2005)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M239R01"
    },
    {
        "description": "pi_2(2005) --> pi- pi+ pi-",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2005)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M239.1"
    },
    {
        "description": "pi_2(2005) --> omega pi0 pi-",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2005)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M239.2"
    },
    {
        "description": "f_2(2010)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2010)}}$",
        "pdgId": "M106"
    },
    {
        "description": "f_2(2010) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2010)}}$ MASS",
        "pdgId": "M106M"
    },
    {
        "description": "f_2(2010) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2010)}}$ WIDTH",
        "pdgId": "M106W"
    },
    {
        "description": "G(f_2(2010) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2010)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M106R01"
    },
    {
        "description": "f_2(2010) --> phi phi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2010)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M106.1"
    },
    {
        "description": "f_2(2010) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2010)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M106.2"
    },
    {
        "description": "f_0(2020)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$",
        "pdgId": "M156"
    },
    {
        "description": "f_0(2020) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M156PP"
    },
    {
        "description": "f_0(2020) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$ MASS",
        "pdgId": "M156M"
    },
    {
        "description": "f_0(2020) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$ WIDTH",
        "pdgId": "M156W"
    },
    {
        "description": "G(f_0(2020) --> rho rho)/G(f_0(2020) --> omega omega)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$",
        "pdgId": "M156R1"
    },
    {
        "description": "G(f_0(2020) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M156R01"
    },
    {
        "description": "G(f_0(2020) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M156R00"
    },
    {
        "description": "f_0(2020) --> rho pi pi",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M156.1"
    },
    {
        "description": "f_0(2020) --> pi0 pi0",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M156.2"
    },
    {
        "description": "f_0(2020) --> rho rho",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M156.3"
    },
    {
        "description": "f_0(2020) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M156.4"
    },
    {
        "description": "f_0(2020) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M156.5"
    },
    {
        "description": "f_0(2020) --> eta^' eta^'",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2020)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M156.6"
    },
    {
        "description": "f_4(2050)",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$",
        "pdgId": "M016"
    },
    {
        "description": "f_4(2050) MASS",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$ MASS",
        "pdgId": "M016M"
    },
    {
        "description": "f_4(2050) WIDTH",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$ WIDTH",
        "pdgId": "M016W"
    },
    {
        "description": "G(f_4(2050) --> K Kbar) * G(f_4(2050) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016G2"
    },
    {
        "description": "G(f_4(2050) --> pi pi) * G(f_4(2050) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016G3"
    },
    {
        "description": "G(f_4(2050) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016R7"
    },
    {
        "description": "G(f_4(2050) --> omega omega)/G(f_4(2050) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M016R5"
    },
    {
        "description": "G(f_4(2050) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016R1"
    },
    {
        "description": "G(f_4(2050) --> K Kbar)/G(f_4(2050) --> pi pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M016R2"
    },
    {
        "description": "G(f_4(2050) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016R3"
    },
    {
        "description": "G(f_4(2050) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016R4"
    },
    {
        "description": "G(f_4(2050) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M016R6"
    },
    {
        "description": "f_4(2050) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M016.6"
    },
    {
        "description": "f_4(2050) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M016.1"
    },
    {
        "description": "f_4(2050) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M016.2"
    },
    {
        "description": "f_4(2050) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M016.3"
    },
    {
        "description": "f_4(2050) --> 4pi0",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M016.5"
    },
    {
        "description": "f_4(2050) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M016.4"
    },
    {
        "description": "f_4(2050) --> a_2(1320) pi",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2050)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M016.7"
    },
    {
        "description": "pi_2(2100)",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$",
        "pdgId": "M020"
    },
    {
        "description": "pi_2(2100) MASS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$ MASS",
        "pdgId": "M020M"
    },
    {
        "description": "pi_2(2100) WIDTH",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$ WIDTH",
        "pdgId": "M020W"
    },
    {
        "description": "G(pi_2(2100) --> rho pi)/G(pi_2(2100) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M020R1"
    },
    {
        "description": "G(pi_2(2100) --> f_2(1270) pi)/G(pi_2(2100) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M020R2"
    },
    {
        "description": "G(pi_2(2100) --> (pi pi)_s pi)/G(pi_2(2100) --> 3pi)",
        "description_tex": "$\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   (${{\\mathit \\pi}}{{\\mathit \\pi}}$ )$_{\\mathit s}$  ${{\\mathit \\pi}})/\\Gamma({{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}})$",
        "pdgId": "M020R3"
    },
    {
        "description": "pi_{{2}}(2100) BRANCHING RATIOS",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$ BRANCHING RATIOS",
        "pdgId": "M020220"
    },
    {
        "description": "D-wave/S-wave RATIO FOR pi_2(2100) --> f_2(1270) pi",
        "description_tex": "${\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ RATIO FOR ${{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M020R4"
    },
    {
        "description": "pi_2(2100) --> 3pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}}$",
        "pdgId": "M020.1"
    },
    {
        "description": "pi_2(2100) --> rho pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M020.2"
    },
    {
        "description": "pi_2(2100) --> f_2(1270) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}}$",
        "pdgId": "M020.3"
    },
    {
        "description": "pi_2(2100) --> (pi pi)(s) pi",
        "description_tex": "${{\\mathit \\pi}_{{{2}}}{(2100)}}$   $\\rightarrow$   (${{\\mathit \\pi}}{{\\mathit \\pi}})_{\\mathit s}$  ${{\\mathit \\pi}}$",
        "pdgId": "M020.4"
    },
    {
        "description": "f_0(2100)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2100)}}$",
        "pdgId": "M168"
    },
    {
        "description": "f_0(2100) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2100)}}$ MASS",
        "pdgId": "M168M"
    },
    {
        "description": "f_0(2100) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2100)}}$ WIDTH",
        "pdgId": "M168W"
    },
    {
        "description": "f_2(2150)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$",
        "pdgId": "M042"
    },
    {
        "description": "f_{{2}}(2150) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$ MASS",
        "pdgId": "M042205"
    },
    {
        "description": "f_2(2150) MASS, COMBINED MODES",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$ MASS, COMBINED MODES ",
        "pdgId": "M042M"
    },
    {
        "description": "eta eta MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\eta}}$ MODE",
        "pdgId": "M042M3"
    },
    {
        "description": "eta pi pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M042M4"
    },
    {
        "description": "pbar p --> pi pi",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M042M1"
    },
    {
        "description": "S-CHANNEL pbar p,   Nbar N or Kbar K",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit p}}}{{\\mathit p}}$,   ${{\\overline{\\mathit N}}}{{\\mathit N}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M042M2"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M042M5"
    },
    {
        "description": "f_{{2}}(2150) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$ WIDTH",
        "pdgId": "M042210"
    },
    {
        "description": "f_2(2150) WIDTH, COMBINED MODES",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$ WIDTH, COMBINED MODES ",
        "pdgId": "M042W"
    },
    {
        "description": "eta eta MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\eta}}$ MODE",
        "pdgId": "M042W3"
    },
    {
        "description": "eta pi pi MODE",
        "description_tex": "${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ MODE",
        "pdgId": "M042W4"
    },
    {
        "description": "pbar p --> pi pi",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M042W1"
    },
    {
        "description": "S-CHANNEL pbar p,   Nbar N or Kbar K",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit p}}}{{\\mathit p}}$,   ${{\\overline{\\mathit N}}}{{\\mathit N}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M042W2"
    },
    {
        "description": "K Kbar MODE",
        "description_tex": "${{\\mathit K}}{{\\overline{\\mathit K}}}$ MODE",
        "pdgId": "M042W5"
    },
    {
        "description": "G(f_2(2150) --> K Kbar)/G(f_2(2150) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M042R1"
    },
    {
        "description": "G(f_2(2150) --> pi pi)/G(f_2(2150) --> eta eta)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$",
        "pdgId": "M042R2"
    },
    {
        "description": "G(f_2(2150) --> f_2(1270) eta)/G(f_2(2150) --> a_2(1320) pi)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$",
        "pdgId": "M042R3"
    },
    {
        "description": "G(f_2(2150) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M042R04"
    },
    {
        "description": "f_2(2150) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M042.1"
    },
    {
        "description": "f_2(2150) --> phi phi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M042.7"
    },
    {
        "description": "f_2(2150) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M042.2"
    },
    {
        "description": "f_2(2150) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M042.3"
    },
    {
        "description": "f_2(2150) --> f_2(1270) eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M042.4"
    },
    {
        "description": "f_2(2150) --> a_2(1320) pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M042.5"
    },
    {
        "description": "f_2(2150) --> p pbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2150)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M042.6"
    },
    {
        "description": "rho(2150)",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$",
        "pdgId": "M032"
    },
    {
        "description": "rho(2150) MASS",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$ MASS",
        "pdgId": "M032205"
    },
    {
        "description": "e+ e- PRODUCED",
        "description_tex": "${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ PRODUCED",
        "pdgId": "M032M3"
    },
    {
        "description": "pbar p --> pi pi",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M032M1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M032M2"
    },
    {
        "description": "pi- p --> omega pi0 n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit n}}$",
        "pdgId": "M032M4"
    },
    {
        "description": "rho(2150) WIDTH",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$ WIDTH",
        "pdgId": "M032210"
    },
    {
        "description": "e+ e- PRODUCED",
        "description_tex": "${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ PRODUCED",
        "pdgId": "M032W3"
    },
    {
        "description": "pbar p --> pi pi",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M032W1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M032W2"
    },
    {
        "description": "pi- p --> omega pi0 n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit n}}$",
        "pdgId": "M032W4"
    },
    {
        "description": "G(rho(2150) --> eta' pi+ pi-) * G(rho(2150) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M032R02"
    },
    {
        "description": "G(rho(2150) --> omega pi0) * G(rho(2150) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M032R00"
    },
    {
        "description": "G(rho(2150) --> a_2(1320) pi) * G(rho(2150) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M032R04"
    },
    {
        "description": "G(rho(2150) --> f_1(1285) pi+ pi-)/G(total) * G(rho(2150) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M032G01"
    },
    {
        "description": "G(rho(2150) --> eta' pi+ pi-)/G(total) * G(rho(2150) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M032G02"
    },
    {
        "description": "rho(2150) --> e+ e-",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M032.1"
    },
    {
        "description": "rho(2150) --> pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M032.2"
    },
    {
        "description": "rho(2150) --> K+ K-",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M032.3"
    },
    {
        "description": "rho(2150) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M032.4"
    },
    {
        "description": "rho(2150) --> 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M032.5"
    },
    {
        "description": "rho(2150) --> eta^' pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M032.6"
    },
    {
        "description": "rho(2150) --> f_1(1285) pi+ pi-",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M032.7"
    },
    {
        "description": "rho(2150) --> omega pi0",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M032.8"
    },
    {
        "description": "rho(2150) --> omega pi0 eta",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M032.9"
    },
    {
        "description": "rho(2150) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M032.12"
    },
    {
        "description": "rho(2150) --> p pbar",
        "description_tex": "${{\\mathit \\rho}{(2150)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M032.10"
    },
    {
        "description": "phi(2170)",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$",
        "pdgId": "M103"
    },
    {
        "description": "phi(2170) MASS",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$ MASS",
        "pdgId": "M103M"
    },
    {
        "description": "phi(2170) WIDTH",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$ WIDTH",
        "pdgId": "M103W"
    },
    {
        "description": "G(phi(2170) --> phi eta) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103G2"
    },
    {
        "description": "G(phi(2170) --> phi eta') * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R00"
    },
    {
        "description": "G(phi(2170) --> phi f_0(980)) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103G1"
    },
    {
        "description": "G(phi(2170) --> K0S K0L) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R10"
    },
    {
        "description": "G(phi(2170) --> K*(892)+ K*(892)-) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R08"
    },
    {
        "description": "G(phi(2170) --> K*(892)+ K- + c.c.) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R11"
    },
    {
        "description": "G(phi(2170) --> K*(892)0 Kbar0) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R15"
    },
    {
        "description": "G(phi(2170) --> K(1460)+ K- + c.c.) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}{(1460)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R05"
    },
    {
        "description": "G(phi(2170) --> K_1(1270)+ K- + c.c.) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R06"
    },
    {
        "description": "G(phi(2170) --> K_1(1400)+ K- + c.c.) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R07"
    },
    {
        "description": "G(phi(2170) --> K_2*(1430)+ K- + c.c.) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R12"
    },
    {
        "description": "G(phi(2170) --> phi pi pi)/G(total) * G(phi(2170) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103G01"
    },
    {
        "description": "G(phi(2170) --> phi pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R13"
    },
    {
        "description": "G(phi(2170) --> K+ K- f_0(980) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R01"
    },
    {
        "description": "G(phi(2170) --> K+ K- f_0(980) --> K+ K- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R02"
    },
    {
        "description": "G(phi(2170) --> K*0 K+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R03"
    },
    {
        "description": "G(phi(2170) --> K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M103R04"
    },
    {
        "description": "phi(2170) --> e+ e-",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M103.1"
    },
    {
        "description": "phi(2170) --> phi eta",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M103.5"
    },
    {
        "description": "phi(2170) --> phi eta^'",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M103.11"
    },
    {
        "description": "phi(2170) --> phi pi pi",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M103.9"
    },
    {
        "description": "phi(2170) --> phi f_0(980)",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M103.2"
    },
    {
        "description": "phi(2170) --> K0S K0L",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$",
        "pdgId": "M103.17"
    },
    {
        "description": "phi(2170) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M103.3"
    },
    {
        "description": "phi(2170) --> K+ K- f_0(980) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M103.6"
    },
    {
        "description": "phi(2170) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M103.4"
    },
    {
        "description": "phi(2170) --> K+ K- f_0(980) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M103.7"
    },
    {
        "description": "phi(2170) --> K^*()0 K+- pi-+",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M103.8"
    },
    {
        "description": "phi(2170) --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M103.10"
    },
    {
        "description": "phi(2170) --> K^*(892)+ K^*(892)-",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$",
        "pdgId": "M103.15"
    },
    {
        "description": "phi(2170) --> K^*(892)+ K- + c.c.",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M103.19"
    },
    {
        "description": "phi(2170) --> K^*(892)0 Kbar0",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "M103.21"
    },
    {
        "description": "phi(2170) --> K(1460)+ K- + c.c.",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}{(1460)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M103.12"
    },
    {
        "description": "phi(2170) --> K_1(1270)+ K- + c.c.",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M103.14"
    },
    {
        "description": "phi(2170) --> K_1(1400)+ K- + c.c.",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M103.13"
    },
    {
        "description": "phi(2170) --> K_2^*(1430)+ K- + c.c.",
        "description_tex": "${{\\mathit \\phi}{(2170)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M103.18"
    },
    {
        "description": "f_0(2200)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2200)}}$",
        "pdgId": "M112"
    },
    {
        "description": "f_0(2200) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2200)}}$ MASS",
        "pdgId": "M112M"
    },
    {
        "description": "f_0(2200) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2200)}}$ WIDTH",
        "pdgId": "M112W"
    },
    {
        "description": "f_J(2220)",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$",
        "pdgId": "M082"
    },
    {
        "description": "f_J(2220) MASS",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$ MASS",
        "pdgId": "M082M"
    },
    {
        "description": "f_J(2220) WIDTH",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$ WIDTH",
        "pdgId": "M082W"
    },
    {
        "description": "G(f_J(2220) --> K Kbar) * G(f_J(2220) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082G1"
    },
    {
        "description": "G(f_J(2220) --> pi pi) * G(f_J(2220) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082G3"
    },
    {
        "description": "G(f_J(2220) --> p pbar)/G(total) * G(f_J(2220) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082GG1"
    },
    {
        "description": "G(f_J(2220) --> p pbar)/G(total) * G(f_J(2220) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082GG2"
    },
    {
        "description": "G(f_J(2220) --> p pbar)/G(total) * G(f_J(2220) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082GG3"
    },
    {
        "description": "G(f_J(2220) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082R00"
    },
    {
        "description": "G(f_J(2220) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082R01"
    },
    {
        "description": "G(f_J(2220) --> pi pi)/G(f_J(2220) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M082R2"
    },
    {
        "description": "G(f_J(2220) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M082R1"
    },
    {
        "description": "G(f_J(2220) --> p pbar)/G(f_J(2220) --> K Kbar)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma({{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$",
        "pdgId": "M082R3"
    },
    {
        "description": "f_J(2220) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M082.5"
    },
    {
        "description": "f_J(2220) --> pi+ pi-",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M082.6"
    },
    {
        "description": "f_J(2220) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M082.1"
    },
    {
        "description": "f_J(2220) --> p pbar",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M082.4"
    },
    {
        "description": "f_J(2220) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M082.2"
    },
    {
        "description": "f_J(2220) --> eta eta^'(958)",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M082.3"
    },
    {
        "description": "f_J(2220) --> phi phi",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M082.7"
    },
    {
        "description": "f_J(2220) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{J}}}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M082.8"
    },
    {
        "description": "omega(2220)",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$",
        "pdgId": "M270"
    },
    {
        "description": "omega(2220) MASS",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$ MASS",
        "pdgId": "M270M"
    },
    {
        "description": "omega(2220) WIDTH",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$ WIDTH",
        "pdgId": "M270W"
    },
    {
        "description": "G(omega(2220) --> omega pi0 pi0) * G(omega(2220) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M270G00"
    },
    {
        "description": "G(omega(2220) --> omega pi+ pi-) * G(omega(2220) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M270R01"
    },
    {
        "description": "G(omega(2220) --> omega pi pi) * G(omega(2220) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M270R00"
    },
    {
        "description": "G(omega(2220) --> omega eta) * G(omega(2220) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M270R02"
    },
    {
        "description": "G(omega(2220) --> omega eta') * G(omega(2220) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M270R03"
    },
    {
        "description": "omega(2220) --> omega pi pi",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M270.3"
    },
    {
        "description": "omega(2220) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M270.4"
    },
    {
        "description": "omega(2220) --> omega pi0 pi0",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M270.1"
    },
    {
        "description": "omega(2220) --> omega eta",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M270.5"
    },
    {
        "description": "omega(2220) --> omega eta^'",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M270.6"
    },
    {
        "description": "omega(2220) --> e+ e-",
        "description_tex": "${{\\mathit \\omega}{(2220)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M270.2"
    },
    {
        "description": "eta(2225)",
        "description_tex": "${{\\mathit \\eta}{(2225)}}$",
        "pdgId": "M115"
    },
    {
        "description": "eta(2225) MASS",
        "description_tex": "${{\\mathit \\eta}{(2225)}}$ MASS",
        "pdgId": "M115M"
    },
    {
        "description": "eta(2225) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(2225)}}$ WIDTH",
        "pdgId": "M115W"
    },
    {
        "description": "rho_3(2250)",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(2250)}}$",
        "pdgId": "M044"
    },
    {
        "description": "rho_{{3}}(2250) MASS",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(2250)}}$ MASS",
        "pdgId": "M044205"
    },
    {
        "description": "pbar p --> pi pi or K Kbar",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M044M1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M044M2"
    },
    {
        "description": "Other processes",
        "description_tex": "Other processes",
        "pdgId": "M044M3"
    },
    {
        "description": "rho_{{3}}(2250) WIDTH",
        "description_tex": "${{\\mathit \\rho}_{{{3}}}{(2250)}}$ WIDTH",
        "pdgId": "M044210"
    },
    {
        "description": "pbar p --> pi pi or K Kbar",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M044W1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M044W2"
    },
    {
        "description": "Other processes",
        "description_tex": "Other processes",
        "pdgId": "M044W3"
    },
    {
        "description": "f_2(2300)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$",
        "pdgId": "M107"
    },
    {
        "description": "f_2(2300) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$ MASS",
        "pdgId": "M107M"
    },
    {
        "description": "f_2(2300) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$ WIDTH",
        "pdgId": "M107W"
    },
    {
        "description": "G(f_2(2300) --> K Kbar) * G(f_2(2300) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M107G1"
    },
    {
        "description": "G(f_2(2300) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M107R01"
    },
    {
        "description": "G(f_2(2300) --> K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M107R02"
    },
    {
        "description": "G(f_2(2300) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M107R03"
    },
    {
        "description": "G(f_2(2300) --> Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M107R00"
    },
    {
        "description": "f_2(2300) --> phi phi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M107.1"
    },
    {
        "description": "f_2(2300) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M107.2"
    },
    {
        "description": "f_2(2300) --> gamma gamma",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M107.3"
    },
    {
        "description": "f_2(2300) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M107.4"
    },
    {
        "description": "f_4(2300)",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2300)}}$",
        "pdgId": "M041"
    },
    {
        "description": "f_{{4}}(2300) MASS",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2300)}}$ MASS",
        "pdgId": "M041205"
    },
    {
        "description": "pbar p --> pi pi or Kbar K",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M041M1"
    },
    {
        "description": "S-CHANNEL pbar p or Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit p}}}{{\\mathit p}}$ or ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M041M2"
    },
    {
        "description": "pi- p --> eta pi pi n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit n}}$",
        "pdgId": "M041M3"
    },
    {
        "description": "p p CENTRAL PRODUCTION",
        "description_tex": "${{\\mathit p}}{{\\mathit p}}$ CENTRAL PRODUCTION",
        "pdgId": "M041M4"
    },
    {
        "description": "f_{{4}}(2300) WIDTH",
        "description_tex": "${{\\mathit f}_{{{4}}}{(2300)}}$ WIDTH",
        "pdgId": "M041210"
    },
    {
        "description": "pbar p --> pi pi or Kbar K",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M041W1"
    },
    {
        "description": "S-CHANNEL pbar p or Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit p}}}{{\\mathit p}}$ or ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M041W2"
    },
    {
        "description": "pi- p --> eta pi pi n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit n}}$",
        "pdgId": "M041W3"
    },
    {
        "description": "p p CENTRAL PRODUCTION",
        "description_tex": "${{\\mathit p}}{{\\mathit p}}$ CENTRAL PRODUCTION",
        "pdgId": "M041W4"
    },
    {
        "description": "G(f_2(2300) --> rho rho)/G(f_2(2300) --> omega omega)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma({{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$",
        "pdgId": "M041R1"
    },
    {
        "description": "f_2(2300) --> rho rho",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M041.1"
    },
    {
        "description": "f_2(2300) --> omega omega",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M041.2"
    },
    {
        "description": "f_2(2300) --> eta pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M041.3"
    },
    {
        "description": "f_2(2300) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M041.4"
    },
    {
        "description": "f_2(2300) --> K Kbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M041.5"
    },
    {
        "description": "f_2(2300) --> N Nbar",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2300)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit N}}}$",
        "pdgId": "M041.6"
    },
    {
        "description": "f_0(2330)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2330)}}$",
        "pdgId": "M169"
    },
    {
        "description": "f_0(2330) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2330)}}$ MASS",
        "pdgId": "M169M"
    },
    {
        "description": "f_0(2330) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2330)}}$ WIDTH",
        "pdgId": "M169W"
    },
    {
        "description": "f_2(2340)",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$",
        "pdgId": "M108"
    },
    {
        "description": "f_2(2340) MASS",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$ MASS",
        "pdgId": "M108M"
    },
    {
        "description": "f_2(2340) WIDTH",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$ WIDTH",
        "pdgId": "M108W"
    },
    {
        "description": "G(f_2(2340) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2340)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M108R01"
    },
    {
        "description": "G(f_2(2340) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{2}}}{(2340)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M108R00"
    },
    {
        "description": "f_2(2340) --> phi phi",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M108.1"
    },
    {
        "description": "f_2(2340) --> eta eta",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M108.2"
    },
    {
        "description": "f_2(2340) --> eta^' eta^'",
        "description_tex": "${{\\mathit f}_{{{2}}}{(2340)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M108.3"
    },
    {
        "description": "rho_5(2350)",
        "description_tex": "${{\\mathit \\rho}_{{{5}}}{(2350)}}$",
        "pdgId": "M033"
    },
    {
        "description": "rho_{{5}}(2350) MASS",
        "description_tex": "${{\\mathit \\rho}_{{{5}}}{(2350)}}$ MASS",
        "pdgId": "M033205"
    },
    {
        "description": "pi- p --> omega pi0 n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit n}}$",
        "pdgId": "M033M3"
    },
    {
        "description": "pbar p --> pi pi or Kbar K",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M033M1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M033M2"
    },
    {
        "description": "pi- p --> K+ K- n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit n}}$",
        "pdgId": "M033M4"
    },
    {
        "description": "rho_{{5}}(2350) WIDTH",
        "description_tex": "${{\\mathit \\rho}_{{{5}}}{(2350)}}$ WIDTH",
        "pdgId": "M033210"
    },
    {
        "description": "pi- p --> omega pi0 n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit n}}$",
        "pdgId": "M033W3"
    },
    {
        "description": "pbar p --> pi pi or Kbar K",
        "description_tex": "${{\\overline{\\mathit p}}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$ or ${{\\overline{\\mathit K}}}{{\\mathit K}}$",
        "pdgId": "M033W1"
    },
    {
        "description": "S-CHANNEL Nbar N",
        "description_tex": "$\\mathit S$-CHANNEL ${{\\overline{\\mathit N}}}{{\\mathit N}}$",
        "pdgId": "M033W2"
    },
    {
        "description": "pi- p --> K+ K- n",
        "description_tex": "${{\\mathit \\pi}^{-}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit n}}$",
        "pdgId": "M033W4"
    },
    {
        "description": "eta(2370)",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$",
        "pdgId": "M247"
    },
    {
        "description": "eta(2370) MASS",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$ MASS",
        "pdgId": "M247M"
    },
    {
        "description": "eta(2370) WIDTH",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$ WIDTH",
        "pdgId": "M247W"
    },
    {
        "description": "G(eta(2370) --> K+ K- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M247R01"
    },
    {
        "description": "G(eta(2370) --> K0S K0S eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M247R02"
    },
    {
        "description": "G(eta(2370) --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M247R00"
    },
    {
        "description": "G(eta(2370) --> f_0(980) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M247R04"
    },
    {
        "description": "G(eta(2370) --> eta eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M247R03"
    },
    {
        "description": "eta(2370) --> K+ K- eta^'",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M247.1"
    },
    {
        "description": "eta(2370) --> K0S K0S eta^'",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M247.2"
    },
    {
        "description": "eta(2370) --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M247.3"
    },
    {
        "description": "eta(2370) --> f_0(980) eta^'",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M247.5"
    },
    {
        "description": "eta(2370) --> eta eta eta^'",
        "description_tex": "${{\\mathit \\eta}{(2370)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M247.4"
    },
    {
        "description": "f_0(2470)",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2470)}}$",
        "pdgId": "M266"
    },
    {
        "description": "f_0(2470) MASS",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2470)}}$ MASS",
        "pdgId": "M266M"
    },
    {
        "description": "f_0(2470) WIDTH",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2470)}}$ WIDTH",
        "pdgId": "M266W"
    },
    {
        "description": "G(f_0(2470) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{0}}}{(2470)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M266R00"
    },
    {
        "description": "f_0(2470) --> eta^' eta^'",
        "description_tex": "${{\\mathit f}_{{{0}}}{(2470)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M266.1"
    },
    {
        "description": "f_6(2510)",
        "description_tex": "${{\\mathit f}_{{{6}}}{(2510)}}$",
        "pdgId": "M089"
    },
    {
        "description": "f_6(2510) MASS",
        "description_tex": "${{\\mathit f}_{{{6}}}{(2510)}}$ MASS",
        "pdgId": "M089M"
    },
    {
        "description": "f_6(2510) WIDTH",
        "description_tex": "${{\\mathit f}_{{{6}}}{(2510)}}$ WIDTH",
        "pdgId": "M089W"
    },
    {
        "description": "G(f_6(2510) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit f}_{{{6}}}{(2510)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M089R1"
    },
    {
        "description": "f_6(2510) --> pi pi",
        "description_tex": "${{\\mathit f}_{{{6}}}{(2510)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M089.1"
    },
    {
        "description": "K+-",
        "description_tex": "${{\\mathit K}^{\\pm}}$",
        "pdgId": "S010"
    },
    {
        "description": "K+- MASS",
        "description_tex": "${{\\mathit K}^{\\pm}}$ MASS",
        "pdgId": "S010M"
    },
    {
        "description": "mass(K+)-mass(K-)",
        "description_tex": "${\\mathit m}_{{{\\mathit K}^{+}}}-{\\mathit m}_{{{\\mathit K}^{-}}}$",
        "pdgId": "S010DM"
    },
    {
        "description": "K+- MEAN LIFE",
        "description_tex": "${{\\mathit K}^{\\pm}}$ MEAN LIFE",
        "pdgId": "S010T"
    },
    {
        "description": "(meanlife(K+)-meanlife(K-))/meanlife(average)",
        "description_tex": "$({\\mathit \\tau}_{{{\\mathit K}^{+}}}-{\\mathit \\tau}_{{{\\mathit K}^{-}}})/{\\mathit \\tau}_{\\mathrm {average}}$",
        "pdgId": "S010DT"
    },
    {
        "description": "G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010W1"
    },
    {
        "description": "G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010W2"
    },
    {
        "description": "G(K+ --> e+ nu_e)/G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010R28"
    },
    {
        "description": "G(K+ --> mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R1"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R6"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010R25"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/[G(K+ --> mu+ nu_mu)+ G(K+ --> pi+ pi0)]",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/[\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S010R23"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/[G(K+ --> pi0 mu+ nu_mu)+ G(K+ --> pi+ pi0)+ G(K+ --> pi+ pi0 pi0)]",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/[\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S010R75"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/G(K+ --> pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S010R43"
    },
    {
        "description": "G(K+ --> pi0 e+ nu_e)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R20"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R5"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu)/G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010R26"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu)/G(K+ --> pi0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R29"
    },
    {
        "description": "[G(K+ --> pi0 mu+ nu_mu)/G(total)+ G(K+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R7"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu)/G(K+ --> pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S010R76"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R19"
    },
    {
        "description": "G(K+ --> pi0 pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R66"
    },
    {
        "description": "G(K+ --> pi0 pi0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R06"
    },
    {
        "description": "G(K+ --> pi0 pi0 e+ nu_e)/G(K+ --> pi+ pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S010R80"
    },
    {
        "description": "G(K+ --> pi0 pi0 e+ nu_e)/G(K+ --> pi0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R38"
    },
    {
        "description": "G(K+ --> pi+ pi- e+ nu_e)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R21"
    },
    {
        "description": "G(K+ --> pi+ pi- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R9"
    },
    {
        "description": "G(K+ --> pi+ pi- mu+ nu_mu)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R22"
    },
    {
        "description": "G(K+ --> pi0 pi0 pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R68"
    },
    {
        "description": "G(K+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R2"
    },
    {
        "description": "G(K+ --> pi+ pi0)/G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010R24"
    },
    {
        "description": "G(K+ --> pi+ pi0)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R17"
    },
    {
        "description": "G(K+ --> pi+ pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R4"
    },
    {
        "description": "G(K+ --> pi+ pi0 pi0)/G(K+ --> pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S010R44"
    },
    {
        "description": "G(K+ --> pi+ pi0 pi0)/G(K+ --> pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S010R18"
    },
    {
        "description": "G(K+ --> pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R3"
    },
    {
        "description": "G(K+ --> mu+ nu_mu gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R45"
    },
    {
        "description": "G(K+ --> mu+ nu_mu gamma (SD^+))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{+}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R60"
    },
    {
        "description": "G(K+ --> mu+ nu_mu gamma (SD^+INT))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{+}INT))/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R61"
    },
    {
        "description": "G(K+ --> mu+ nu_mu gamma (SD^- + SD^-INT))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{&minus;}$ $+$ SD${}^{&minus;}INT))/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R62"
    },
    {
        "description": "G(K+ --> e+ nu(e) gamma)/G(K+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S010R78"
    },
    {
        "description": "G(K+ --> pi0 e+ nu(e) gamma)/G(K+ --> pi0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R30"
    },
    {
        "description": "G(K+ --> pi0 e+ nu(e) gamma (SD))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$ (SD)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R64"
    },
    {
        "description": "G(K+ --> pi0 mu+ nu_mu gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R42"
    },
    {
        "description": "G(K+ --> pi0 pi0 e+ nu(e) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R71"
    },
    {
        "description": "G(K+ --> pi+ pi0 gamma (INT))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$ (INT)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R79"
    },
    {
        "description": "G(K+ --> pi+ pi0 gamma (DE))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$ (DE)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R65"
    },
    {
        "description": "G(K+ --> pi+ pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R00"
    },
    {
        "description": "G(K+ --> pi+ pi0 pi0 gamma)/G(K+ --> pi+ pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S010R63"
    },
    {
        "description": "G(K+ --> pi+ pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R14"
    },
    {
        "description": "G(K+ --> pi+ gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R12"
    },
    {
        "description": "G(K+ --> pi+ 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R36"
    },
    {
        "description": "G(K+ --> pi+ e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R77"
    },
    {
        "description": "G(K+ --> e+ nu(e) nu nubar)/G(K+ --> e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R56"
    },
    {
        "description": "G(K+ --> mu+ nu_mu nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R41"
    },
    {
        "description": "G(K+ --> e+ nu(e) e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R53"
    },
    {
        "description": "G(K+ --> mu+ nu_mu e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R50"
    },
    {
        "description": "G(K+ --> e+ nu(e) mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R72"
    },
    {
        "description": "G(K+ --> mu+ nu_mu mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R67"
    },
    {
        "description": "G(K+ --> pi+ pi+ e- nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R8"
    },
    {
        "description": "G(K+ --> pi+ pi+ e- nubar_e)/G(K+ --> pi+ pi- e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R37"
    },
    {
        "description": "G(K+ --> pi+ pi+ mu- nubar_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R10"
    },
    {
        "description": "G(K+ --> pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R15"
    },
    {
        "description": "G(K+ --> pi+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R16"
    },
    {
        "description": "G(K+ --> pi+ e+ e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R05"
    },
    {
        "description": "G(K+ --> pi+ nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R32"
    },
    {
        "description": "G(K+ --> pi+ pi0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R74"
    },
    {
        "description": "G(K+ --> mu- nu e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\nu}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R02"
    },
    {
        "description": "G(K+ --> mu- nu e+ e+)/G(K+ --> pi+ pi- e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\nu}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S010R52"
    },
    {
        "description": "G(K+ --> mu+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R57"
    },
    {
        "description": "G(K+ --> pi+ mu+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R49"
    },
    {
        "description": "G(K+ --> pi0 pi+ mu+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R09"
    },
    {
        "description": "G(K+ --> pi+ mu- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R39"
    },
    {
        "description": "G(K+ --> pi0 pi+ mu- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R08"
    },
    {
        "description": "G(K+ --> pi- mu+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R69"
    },
    {
        "description": "G(K+ --> pi0 pi- mu+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R07"
    },
    {
        "description": "G(K+ --> pi- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R31"
    },
    {
        "description": "G(K+ --> pi- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R70"
    },
    {
        "description": "G(K+ --> pi- pi0 e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R01"
    },
    {
        "description": "G(K+ --> mu+ nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R58"
    },
    {
        "description": "G(K+ --> pi0 e+ nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R59"
    },
    {
        "description": "G(K+ --> pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S010R34"
    },
    {
        "description": "CPT VIOLATION TESTS IN K+- DECAYS",
        "description_tex": "$\\mathit CPT$ VIOLATION TESTS IN ${{\\mathit K}^{\\pm}}$ DECAYS",
        "pdgId": "S010240"
    },
    {
        "description": "Delta(K+- --> mu+- nu_mu) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\nu}_{{{\\mu}}}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010D1"
    },
    {
        "description": "Delta(K+- --> pi+- pi0) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010D4"
    },
    {
        "description": "CP VIOLATION TESTS IN K+- DECAYS",
        "description_tex": "$\\mathit CP$ VIOLATION TESTS IN ${{\\mathit K}^{\\pm}}$ DECAYS",
        "pdgId": "S010206"
    },
    {
        "description": "Delta(K+- --> pi+- e+ e-) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010CPE"
    },
    {
        "description": "Delta(K+- --> pi+- mu+ mu-) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010CP"
    },
    {
        "description": "Delta(K+- --> pi+- pi0 gamma) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010CPG"
    },
    {
        "description": "Delta(K+- --> pi+- pi+ pi-) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010D2"
    },
    {
        "description": "Delta(K+- --> pi+- pi0 pi0) RATE DIFFERENCE/SUM",
        "description_tex": "$\\Delta ({{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$) RATE DIFFERENCE/SUM",
        "pdgId": "S010D3"
    },
    {
        "description": "T VIOLATION TESTS IN K+ AND K- DECAYS",
        "description_tex": "$\\mathit T$ VIOLATION TESTS IN ${{\\mathit K}^{+}}$ AND ${{\\mathit K}^{-}}$ DECAYS",
        "pdgId": "S010280"
    },
    {
        "description": "P(T) in K+ --> pi0 mu+ nu_mu",
        "description_tex": "$\\mathit P_{T}$ in ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S010PTM"
    },
    {
        "description": "P(T) in K+ --> mu+ nu_mu gamma",
        "description_tex": "$\\mathit P_{T}$ in ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010PT"
    },
    {
        "description": "Im(xi) in K+ --> pi0 mu+ nu_mu DECAY (from transverse mu pol.)",
        "description_tex": "Im($\\xi $) in ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ DECAY (from transverse ${{\\mathit \\mu}}$ pol.)",
        "pdgId": "S010IXI"
    },
    {
        "description": "ENERGY DEPENDENCE OF K+- DALITZ PLOT",
        "description_tex": "ENERGY DEPENDENCE OF ${{\\mathit K}^{\\pm}}$ DALITZ PLOT",
        "pdgId": "S010255"
    },
    {
        "description": "LINEAR COEFFICIENT g FOR K+- --> pi+- pi+ pi-",
        "description_tex": "LINEAR COEFFICIENT $\\mathit g$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S010GT"
    },
    {
        "description": "QUADRATIC COEFFICIENT h FOR K+- --> pi+- pi+ pi-",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit h$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S010HT"
    },
    {
        "description": "QUADRATIC COEFFICIENT k FOR K+- --> pi+- pi+ pi-",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit k$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S010KT"
    },
    {
        "description": "(g(+) - g(-)) / (g(+) + g(-))         FOR K+- --> pi+- pi+ pi-",
        "description_tex": "($\\mathit g_{+}$ $-$ $\\mathit g_{-}$) / ($\\mathit g_{+}$ + $\\mathit g_{-}$)         FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S010DG"
    },
    {
        "description": "LINEAR COEFFICIENT g FOR K+- --> pi+- pi0 pi0",
        "description_tex": "LINEAR COEFFICIENT $\\mathit g$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010GTP"
    },
    {
        "description": "QUADRATIC COEFFICIENT h FOR K+- --> pi+- pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit h$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010HTP"
    },
    {
        "description": "QUADRATIC COEFFICIENT k FOR K+- --> pi+- pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit k$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010KTP"
    },
    {
        "description": "(g(+) - g(-)) / (g(+) + g(-))         FOR K+- --> pi+- pi0 pi0",
        "description_tex": "($\\mathit g_{+}$ $-$ $\\mathit g_{-}$) / ($\\mathit g_{+}$ + $\\mathit g_{-}$)         FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010DG0"
    },
    {
        "description": "ALTERNATIVE PARAMETRIZATIONS OF K+- --> pi+- pi0 pi0  DALITZ PLOT",
        "description_tex": "ALTERNATIVE PARAMETRIZATIONS OF ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ DALITZ PLOT",
        "pdgId": "S010257"
    },
    {
        "description": "LINEAR COEFFICIENT electron g-factor(0) FOR K+- --> pi+- pi0 pi0",
        "description_tex": "LINEAR COEFFICIENT ${\\mathit g}_{0}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010G0"
    },
    {
        "description": "QUADRATIC COEFFICIENT h**' FOR K+- --> pi+- pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit h{}^{'}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010HP"
    },
    {
        "description": "QUADRATIC COEFFICIENT k_0 FOR K+- --> pi+- pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT ${{\\mathit k}_{{{0}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010K0F"
    },
    {
        "description": "LINEAR COEFFICIENT g_BB FOR K+- --> pi+- pi0 pi0",
        "description_tex": "LINEAR COEFFICIENT ${{\\mathit g}_{{{BB}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010GBB"
    },
    {
        "description": "QUADRATIC COEFFICIENT h_BB' FOR K+- --> pi+- pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT ${{\\mathit h}_{{{BB}}}^{\\,'}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010HBB"
    },
    {
        "description": "K_{{{{\\mathit \\ell}}3}}()+- FORM FACTORS",
        "description_tex": "${{\\mathit K}_{{{{{\\mathit \\ell}}3}}}^{\\pm}}$ FORM FACTORS",
        "pdgId": "S010260"
    },
    {
        "description": "lambda(+) (LINEAR ENERGY DEPENDENCE OF f(+) IN K_e3+- DECAY)",
        "description_tex": "$\\lambda _{+}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{+}$ IN ${{\\mathit K}_{{{e3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010L+E"
    },
    {
        "description": "lambda(+) (LINEAR ENERGY DEPENDENCE OF f(+) IN K_mu3+- DECAY)",
        "description_tex": "$\\lambda _{+}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{+}$ IN ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010L+M"
    },
    {
        "description": "lambda(0) (LINEAR ENERGY DEPENDENCE OF f(0) IN K_mu3+- DECAY)",
        "description_tex": "$\\lambda _{0}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{0}$ IN ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010L0"
    },
    {
        "description": "lambda'(+) (LINEAR K_e3+- FORM FACTOR FROM QUADRATIC FIT)",
        "description_tex": "$\\lambda $'$_{+}$ (LINEAR ${{\\mathit K}_{{{e3}}}^{\\pm}}$ FORM FACTOR FROM QUADRATIC FIT)",
        "pdgId": "S010LPE"
    },
    {
        "description": "lambda''(+)(QUADRATIC K_e3+- FORM FACTOR)",
        "description_tex": "$\\lambda $''$_{+}$(QUADRATIC ${{\\mathit K}_{{{e3}}}^{\\pm}}$ FORM FACTOR)",
        "pdgId": "S010LQE"
    },
    {
        "description": "lambda'(+) (LINEAR K_mu3+- FORM FACTOR FROM QUADRATIC FIT)",
        "description_tex": "$\\lambda $'$_{+}$ (LINEAR ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ FORM FACTOR FROM QUADRATIC FIT)",
        "pdgId": "S010LPM"
    },
    {
        "description": "lambda''(+) (QUADRATIC K_mu3+- FORM FACTOR)",
        "description_tex": "$\\lambda $''$_{+}$ (QUADRATIC ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ FORM FACTOR)",
        "pdgId": "S010LQM"
    },
    {
        "description": "M_V (VECTOR POLE MASS FOR K_e3+- DECAY)",
        "description_tex": "${{\\mathit M}_{{{V}}}}$ (VECTOR POLE MASS FOR ${{\\mathit K}_{{{e3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010MVE"
    },
    {
        "description": "M_V (VECTOR POLE MASS FOR K_mu3+- DECAY)",
        "description_tex": "${{\\mathit M}_{{{V}}}}$ (VECTOR POLE MASS FOR ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010MVM"
    },
    {
        "description": "M_S (SCALAR POLE MASS FOR K_mu3+- DECAY)",
        "description_tex": "${{\\mathit M}_{{{S}}}}$ (SCALAR POLE MASS FOR ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010MSM"
    },
    {
        "description": "Lambda_+ (DISPERSIVE VECTOR FORM FACTOR  IN K_e3+- DECAY)",
        "description_tex": "${{\\mathit \\Lambda}_{{{+}}}}$ (DISPERSIVE VECTOR FORM FACTOR  IN ${{\\mathit K}_{{{e3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010LAM"
    },
    {
        "description": "Lambda_+ (DISPERSIVE VECTOR FORM FACTOR IN K_mu3+- DECAY)",
        "description_tex": "${{\\mathit \\Lambda}_{{{+}}}}$ (DISPERSIVE VECTOR FORM FACTOR IN ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY)",
        "pdgId": "S010LMM"
    },
    {
        "description": "ln(C) (DISPERSIVE  SCALAR  FORM FACTOR in K_mu3+- decays )",
        "description_tex": "ln(${{\\mathit C}}$) (DISPERSIVE  SCALAR  FORM FACTOR in ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ decays )",
        "pdgId": "S010LLM"
    },
    {
        "description": "|f(S)/f(+)| FOR K_e3+- DECAY",
        "description_tex": "$\\vert \\mathit f_{\\mathit S}/\\mathit f_{+}\\vert $ FOR ${{\\mathit K}_{{{e3}}}^{\\pm}}$ DECAY",
        "pdgId": "S010FS"
    },
    {
        "description": "|f(T)/f(+)| FOR K_e3+- DECAY",
        "description_tex": "$\\vert \\mathit f_{\\mathit T}/\\mathit f_{+}\\vert $ FOR ${{\\mathit K}_{{{e3}}}^{\\pm}}$ DECAY",
        "pdgId": "S010FT"
    },
    {
        "description": "f(S)/f(+) FOR K_mu3+- DECAY",
        "description_tex": "$\\mathit f_{\\mathit S}/\\mathit f_{+}$ FOR ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY",
        "pdgId": "S010FSM"
    },
    {
        "description": "f(T)/f(+) FOR K_mu3+- DECAY",
        "description_tex": "$\\mathit f_{\\mathit T}/\\mathit f_{+}$ FOR ${{\\mathit K}_{{{\\mu3}}}^{\\pm}}$ DECAY",
        "pdgId": "S010FTM"
    },
    {
        "description": "K_{{{{\\mathit \\ell}}4}}()+- FORM FACTORS",
        "description_tex": "${{\\mathit K}_{{{{{\\mathit \\ell}}4}}}^{\\pm}}$ FORM FACTORS",
        "pdgId": "S010263"
    },
    {
        "description": "f_s",
        "description_tex": "${{\\mathit f}_{{{s}}}}$",
        "pdgId": "S010FSF"
    },
    {
        "description": "f_s'/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit f}_{{{s}}}^{\\,'}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RSP"
    },
    {
        "description": "f_s''/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit f}_{{{s}}}^{''}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RPB"
    },
    {
        "description": "f_e'/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit f}_{{{e}}}^{\\,'}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010REF"
    },
    {
        "description": "f_p/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit f}_{{{p}}}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RPF"
    },
    {
        "description": "g_p/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit g}_{{{p}}}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RGF"
    },
    {
        "description": "g_p'/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit g}_{{{p}}}^{\\,'}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RGP"
    },
    {
        "description": "h_p/f_s FOR K+- --> pi+ pi- e+- nu DECAY",
        "description_tex": "${{\\mathit h}_{{{p}}}}/{{\\mathit f}_{{{s}}}}$ FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$ DECAY",
        "pdgId": "S010RHP"
    },
    {
        "description": "DECAY FORM FACTOR FOR K+- --> pi0 pi0 e+- nu",
        "description_tex": "DECAY FORM FACTOR FOR ${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$",
        "pdgId": "S010KF4"
    },
    {
        "description": "K+- --> lepton+- nu gamma FORM FACTORS",
        "description_tex": "${{\\mathit K}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\ell}^{\\pm}}{{\\mathit \\nu}}{{\\mathit \\gamma}}$ FORM FACTORS",
        "pdgId": "S010265"
    },
    {
        "description": "F(A) + F(V), SUM OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR K --> e nu(e) gamma",
        "description_tex": "$\\mathit F_{\\mathit A}$ $+$ $\\mathit F_{\\mathit V}$, SUM OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR ${{\\mathit K}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010F+E"
    },
    {
        "description": "F(A) + F(V), SUM OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR K --> mu nu_mu gamma",
        "description_tex": "$\\mathit F_{\\mathit A}$ $+$ $\\mathit F_{\\mathit V}$, SUM OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR ${{\\mathit K}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010F+M"
    },
    {
        "description": "F(A) - F(V), DIFFERENCE OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR K --> e nu(e) gamma",
        "description_tex": "$\\mathit F_{\\mathit A}$ $&minus;$ $\\mathit F_{\\mathit V}$, DIFFERENCE OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR ${{\\mathit K}}$   $\\rightarrow$   ${{\\mathit e}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010F-E"
    },
    {
        "description": "F(A) - F(V), DIFFERENCE OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR K --> mu nu_mu gamma",
        "description_tex": "$\\mathit F_{\\mathit A}$ $&minus;$ $\\mathit F_{\\mathit V}$, DIFFERENCE OF AXIAL-VECTOR AND VECTOR FORM FACTOR FOR ${{\\mathit K}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010F-M"
    },
    {
        "description": "K+- CHARGE RADIUS",
        "description_tex": "${{\\mathit K}^{\\pm}}$ CHARGE RADIUS",
        "pdgId": "S010CR"
    },
    {
        "description": "K+ LONGITUDINAL POLARIZATION OF EMITTED mu+",
        "description_tex": "${{\\mathit K}^{+}}$ LONGITUDINAL POLARIZATION OF EMITTED ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S010PL"
    },
    {
        "description": "FORWARD-BACKWARD ASYMMETRY IN K+- DECAYS",
        "description_tex": "FORWARD-BACKWARD ASYMMETRY IN ${{\\mathit K}^{\\pm}}$ DECAYS",
        "pdgId": "S010208"
    },
    {
        "description": "A(FB)(K+-(pi mu mu)) = Gamma(cos(theta(K mu))>0)-Gamma(cos(theta(K mu))<0)/Gamma(cos(theta(K mu))>0)+Gamma(cos(theta(K mu))<0)",
        "description_tex": "A$_{FB}({{\\mathit K}}{}^{\\pm{}}_{{{\\mathit \\pi}} {{\\mathit \\mu}} {{\\mathit \\mu}} }$) = ${\\Gamma\\mathrm {(cos({{\\mathit \\theta}}_{{{\\mathit K}} {{\\mathit \\mu}}})&gt;0)}&minus;\\Gamma\\mathrm {(cos({{\\mathit \\theta}}_{{{\\mathit K}} {{\\mathit \\mu}}})&lt;0)}\\over \\Gamma\\mathrm {(cos({{\\mathit \\theta}}_{{{\\mathit K}} {{\\mathit \\mu}}})&gt;0)}+\\Gamma\\mathrm {(cos({{\\mathit \\theta}}_{{{\\mathit K}} {{\\mathit \\mu}}})&lt;0)}}$",
        "pdgId": "S010AFB"
    },
    {
        "description": "K+ --> e+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.11"
    },
    {
        "description": "K+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S010.1"
    },
    {
        "description": "K+ --> pi0 e+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.6"
    },
    {
        "description": "K+ --> pi0 mu+ nu_mu",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S010.5"
    },
    {
        "description": "K+ --> pi0 pi0 e+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.24"
    },
    {
        "description": "K+ --> pi0 pi0 mu+ nu_mu",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S010.124"
    },
    {
        "description": "K+ --> pi+ pi- e+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.7"
    },
    {
        "description": "K+ --> pi+ pi- mu+ nu_mu",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S010.9"
    },
    {
        "description": "K+ --> pi0 pi0 pi0 e+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.44"
    },
    {
        "description": "K+ --> pi+ pi0",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010.2"
    },
    {
        "description": "K+ --> pi+ pi0 pi0",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S010.4"
    },
    {
        "description": "K+ --> pi+ pi+ pi-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S010.3"
    },
    {
        "description": "K+ --> mu+ nu_mu gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.12"
    },
    {
        "description": "K+ --> mu+ nu_mu gamma (SD**+)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{+}$)",
        "pdgId": "S010.39"
    },
    {
        "description": "K+ --> mu+ nu_mu gamma (SD**+INT)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{+}$INT)",
        "pdgId": "S010.81"
    },
    {
        "description": "K+ --> mu+ nu_mu gamma (SD**- + SD**-INT)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$ (SD${}^{&minus;}$ $+$ SD${}^{&minus;}$INT)",
        "pdgId": "S010.40"
    },
    {
        "description": "K+ --> e+ nu_e gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.21"
    },
    {
        "description": "K+ --> pi0 e+ nu_e gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.18"
    },
    {
        "description": "K+ --> pi0 e+ nu_e gamma (SD)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$ (SD)",
        "pdgId": "S010.41"
    },
    {
        "description": "K+ --> pi0 mu+ nu_mu gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.28"
    },
    {
        "description": "K+ --> pi0 pi0 e+ nu_e gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.47"
    },
    {
        "description": "K+ --> pi+ pi0 gamma (INT)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$ (INT)",
        "pdgId": "S010.119"
    },
    {
        "description": "K+ --> pi+ pi0 gamma (DE)",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$ (DE)",
        "pdgId": "S010.38"
    },
    {
        "description": "K+ --> pi+ pi0 e+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.120"
    },
    {
        "description": "K+ --> pi+ pi0 pi0 gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.37"
    },
    {
        "description": "K+ --> pi+ pi+ pi- gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.14"
    },
    {
        "description": "K+ --> pi+ gamma gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.17"
    },
    {
        "description": "K+ --> pi+ 3gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\gamma}}$",
        "pdgId": "S010.23"
    },
    {
        "description": "K+ --> pi+ e+ e- gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.118"
    },
    {
        "description": "K+ --> e+ nu_e nu nubar",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S010.33"
    },
    {
        "description": "K+ --> mu+ nu_mu nu nubar",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S010.27"
    },
    {
        "description": "K+ --> e+ nu_e e+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.32"
    },
    {
        "description": "K+ --> mu+ nu_mu e+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.30"
    },
    {
        "description": "K+ --> e+ nu_e mu+ mu-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S010.48"
    },
    {
        "description": "K+ --> mu+ nu_mu mu+ mu-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S010.117"
    },
    {
        "description": "K+ --> pi+ pi+ e- nubar_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S010.8"
    },
    {
        "description": "K+ --> pi+ pi+ mu- nubar_mu",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S010.10"
    },
    {
        "description": "K+ --> pi+ e+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.15"
    },
    {
        "description": "K+ --> pi+ mu+ mu-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S010.16"
    },
    {
        "description": "K+ --> pi+ e+ e- e+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.123"
    },
    {
        "description": "K+ --> pi+ nu nubar",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S010.20"
    },
    {
        "description": "K+ --> pi+ pi0 nu nubar",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S010.50"
    },
    {
        "description": "K+ --> mu- nu e+ e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\nu}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.31"
    },
    {
        "description": "K+ --> mu+ nu_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S010.34"
    },
    {
        "description": "K+ --> pi+ mu+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.29"
    },
    {
        "description": "K+ --> pi0 pi+ mu+ e-",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S010.127"
    },
    {
        "description": "K+ --> pi+ mu- e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.25"
    },
    {
        "description": "K+ --> pi0 pi+ mu- e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.126"
    },
    {
        "description": "K+ --> pi- mu+ e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.45"
    },
    {
        "description": "K+ --> pi0 pi- mu+ e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.125"
    },
    {
        "description": "K+ --> pi- e+ e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.19"
    },
    {
        "description": "K+ --> pi- mu+ mu+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S010.46"
    },
    {
        "description": "K+ --> pi- pi0 e+ e+",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S010.121"
    },
    {
        "description": "K+ --> mu+ nubar_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S010.35"
    },
    {
        "description": "K+ --> pi0 e+ nubar_e",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S010.36"
    },
    {
        "description": "K+ --> pi+ gamma",
        "description_tex": "${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S010.22"
    },
    {
        "description": "K0",
        "description_tex": "${{\\mathit K}^{0}}$",
        "pdgId": "S011"
    },
    {
        "description": "K0 MASS",
        "description_tex": "${{\\mathit K}^{0}}$ MASS",
        "pdgId": "S011M"
    },
    {
        "description": "mass(K0)-mass(K+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit K}^{0}}}-{\\mathit m}_{{{\\mathit K}^{\\pm}}}$",
        "pdgId": "S011DM"
    },
    {
        "description": "K0 MEAN SQUARE CHARGE RADIUS",
        "description_tex": "${{\\mathit K}^{0}}$ MEAN SQUARE CHARGE RADIUS",
        "pdgId": "S011SCR"
    },
    {
        "description": "T-VIOLATION PARAMETER IN K0-Kbar0 MIXING",
        "description_tex": "$\\mathit T$-VIOLATION PARAMETER IN ${{\\mathit K}^{0}}-{{\\overline{\\mathit K}}^{0}}$ MIXING",
        "pdgId": "S011252"
    },
    {
        "description": "ASYMMETRY A(T) IN K0-Kbar0 MIXING",
        "description_tex": "ASYMMETRY $\\mathit A_{\\mathit T}$ IN ${{\\mathit K}^{0}}-{{\\overline{\\mathit K}}^{0}}$ MIXING",
        "pdgId": "S011AT"
    },
    {
        "description": "CP-VIOLATION PARAMETERS",
        "description_tex": "$\\mathit CP$-VIOLATION PARAMETERS",
        "pdgId": "S011256"
    },
    {
        "description": "Re(epsilon)",
        "description_tex": "Re($\\epsilon $)",
        "pdgId": "S011REP"
    },
    {
        "description": "CPT-VIOLATION PARAMETERS",
        "description_tex": "$\\mathit CPT$-VIOLATION PARAMETERS",
        "pdgId": "S011255"
    },
    {
        "description": "REAL PART OF delta",
        "description_tex": "REAL PART OF $\\delta $",
        "pdgId": "S011DRE"
    },
    {
        "description": "IMAGINARY PART OF delta",
        "description_tex": "IMAGINARY PART OF $\\delta $",
        "pdgId": "S011DIM"
    },
    {
        "description": "Re(y)",
        "description_tex": "Re(y)",
        "pdgId": "S011YRE"
    },
    {
        "description": "Re(x(-))",
        "description_tex": "Re(x$_{-}$)",
        "pdgId": "S011XRM"
    },
    {
        "description": "ABS(mass(K0)-mass(Kbar0))/mass(average)",
        "description_tex": "$\\vert{}{\\mathit m}_{{{\\mathit K}^{0}}}-{\\mathit m}_{{{\\overline{\\mathit K}}^{0}}}\\vert{}/{\\mathit m}_{\\mathrm {average}}$",
        "pdgId": "S011DMM"
    },
    {
        "description": "(width(K0)-width(Kbar0))/mass(average)",
        "description_tex": "(${\\Gamma}_{{\\mathit K}^{0}}&minus;{\\Gamma}_{{\\overline{\\mathit K}}^{0}})/{\\mathit m}_{{\\mathrm {average}}}$",
        "pdgId": "S011DGM"
    },
    {
        "description": "TESTS OF Delta(S) = Delta(Q) RULE",
        "description_tex": "TESTS OF $\\Delta \\mathit S$ = $\\Delta \\mathit Q$ RULE",
        "pdgId": "S011260"
    },
    {
        "description": "Re(x(+))",
        "description_tex": "Re(x$_{+}$)",
        "pdgId": "S011XRP"
    },
    {
        "description": "K(S)0",
        "description_tex": "${{\\mathit K}_S^0}$",
        "pdgId": "S012"
    },
    {
        "description": "K(S)0 MEAN LIFE",
        "description_tex": "${{\\mathit K}_S^0}$  MEAN LIFE",
        "pdgId": "S012205"
    },
    {
        "description": "tau_s",
        "description_tex": "${{\\mathit \\tau}_{{{s}}}}$",
        "pdgId": "S012T"
    },
    {
        "description": "G(K0S --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S012W1"
    },
    {
        "description": "G(K0S --> pi+- mu-+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S012W2"
    },
    {
        "description": "G(K0S --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R2"
    },
    {
        "description": "G(K0S --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R1"
    },
    {
        "description": "G(K0S --> pi+ pi-)/G(K0S --> pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S012R3"
    },
    {
        "description": "G(K0S --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R8"
    },
    {
        "description": "G(K0S --> pi+ pi- gamma)/G(K0S --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S012R5"
    },
    {
        "description": "G(K0S --> pi+ pi- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R14"
    },
    {
        "description": "G(K0S --> pi0 gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R15"
    },
    {
        "description": "G(K0S --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R7"
    },
    {
        "description": "G(K0S --> mu+ mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R00"
    },
    {
        "description": "G(K0S --> pi+- e-+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R13"
    },
    {
        "description": "G(K0S --> pi+- mu-+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R18"
    },
    {
        "description": "G(K0S --> pi+- e-+ nu_e)/G(K0S --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S012R17"
    },
    {
        "description": "G(K0S --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R9"
    },
    {
        "description": "G(K0S --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R11"
    },
    {
        "description": "G(K0S --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R12"
    },
    {
        "description": "G(K0S --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R10"
    },
    {
        "description": "G(K0S --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S012R16"
    },
    {
        "description": "K(S)0 FORM FACTORS",
        "description_tex": "${{\\mathit K}_S^0}$  FORM FACTORS",
        "pdgId": "S012240"
    },
    {
        "description": "lambda(+) (LINEAR ENERGY DEPENDENCE OF f(+) IN K_e30 DECAY)",
        "description_tex": "$\\lambda _{+}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{+}$ IN ${{\\mathit K}_{{{e3}}}^{0}}$ DECAY)",
        "pdgId": "S012L+E"
    },
    {
        "description": "A_S = [ Gamma(KS --> pi- e+ nu_e) - Gamma(KS --> pi+ e- nubar_e) ] / SUM",
        "description_tex": "${{\\mathit A}_{{{S}}}}$ = [ $\\Gamma\\mathrm {({{\\mathit K}_S^0}    \\rightarrow   {{\\mathit \\pi}^{-}} {{\\mathit e}^{+}} {{\\mathit \\nu}_{{{e}}}})} - \\Gamma\\mathrm {({{\\mathit K}_S^0}    \\rightarrow   {{\\mathit \\pi}^{+}} {{\\mathit e}^{-}} {{\\overline{\\mathit \\nu}}_{{{e}}}})}$ ] / SUM",
        "pdgId": "S012AS"
    },
    {
        "description": "PARAMETERS FOR K0S --> 3pi DECAY",
        "description_tex": "PARAMETERS FOR ${{\\mathit K}_S^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}}$ DECAY",
        "pdgId": "S012220"
    },
    {
        "description": "Im(eta(+-0))**2 = Gamma(K0S --> pi+ pi- pi0, CP-violating) / Gamma(K0L --> pi+ pi- pi0)",
        "description_tex": "Im($\\eta _{+&minus;0}){}^{2}$ = $\\Gamma\\mathrm {({{\\mathit K}_S^0}    \\rightarrow   {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}} {{\\mathit \\pi}^{0}}, \\mathit CP-violating)}$ / $\\Gamma\\mathrm {({{\\mathit K}_L^0}    \\rightarrow   {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}} {{\\mathit \\pi}^{0}})}$",
        "pdgId": "S012ET+"
    },
    {
        "description": "Im(eta(+-0)) = Im(A(K0S --> pi+ pi- pi0, CP-violating) / A(K0L --> pi+ pi- pi0))",
        "description_tex": "Im($\\eta _{+&minus;0}$) = Im(A(${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$, $\\mathit CP$-violating) / A(${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$))",
        "pdgId": "S012E+"
    },
    {
        "description": "Im(eta(000))**2 = Gamma(K0S --> 3pi0) / Gamma(K0L --> 3pi0)",
        "description_tex": "Im($\\eta _{000}){}^{2}$ = $\\Gamma\\mathrm {({{\\mathit K}_S^0}    \\rightarrow  3 {{\\mathit \\pi}^{0}})}$ / $\\Gamma\\mathrm {({{\\mathit K}_L^0}    \\rightarrow  3 {{\\mathit \\pi}^{0}})}$",
        "pdgId": "S012ET0"
    },
    {
        "description": "Im(eta(000)) = Im(A(K0S --> pi0 pi0 pi0)/A(K0L --> pi0 pi0 pi0))",
        "description_tex": "Im($\\eta _{000}$) = Im($\\mathit A({{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\mathit A({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$))",
        "pdgId": "S012E0"
    },
    {
        "description": "|eta(000)| = |A(K0S --> 3pi0)/A(K0L --> 3pi0)|",
        "description_tex": "$\\vert \\eta _{000}\\vert $ = $\\vert \\mathit A({{\\mathit K}_S^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\mathit A({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})\\vert $",
        "pdgId": "S012AE0"
    },
    {
        "description": "DECAY-PLANE ASYMMETRY IN pi+ pi- e+ e- DECAYS",
        "description_tex": "DECAY-PLANE ASYMMETRY IN ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAYS",
        "pdgId": "S012230"
    },
    {
        "description": "CP asymmetry A in K0S --> pi+ pi- e+ e- CP-violation param.",
        "description_tex": " $\\mathit CP$ asymmetry $\\mathit A$ in ${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S012DPA"
    },
    {
        "description": "K0S --> pi0 pi0",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S012.2"
    },
    {
        "description": "K0S --> pi+ pi-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S012.1"
    },
    {
        "description": "K0S --> pi+ pi- pi0",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S012.8"
    },
    {
        "description": "K0S --> pi+ pi- gamma",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S012.5"
    },
    {
        "description": "K0S --> pi+ pi- e+ e-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S012.13"
    },
    {
        "description": "K0S --> pi0 gamma gamma",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S012.14"
    },
    {
        "description": "K0S --> gamma gamma",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S012.6"
    },
    {
        "description": "K0S --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S012.16"
    },
    {
        "description": "K0S --> pi+- e-+ nu_e",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S012.11"
    },
    {
        "description": "K0S --> pi+- mu-+ nu_mu",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S012.12"
    },
    {
        "description": "K0S --> 3pi0",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S012.7"
    },
    {
        "description": "K0S --> mu+ mu-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S012.3"
    },
    {
        "description": "K0S --> e+ e-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S012.4"
    },
    {
        "description": "K0S --> pi0 e+ e-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S012.10"
    },
    {
        "description": "K0S --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S012.15"
    },
    {
        "description": "K(L)0",
        "description_tex": "${{\\mathit K}_L^0}$",
        "pdgId": "S013"
    },
    {
        "description": "Delta(m)",
        "description_tex": "$\\Delta \\mathit m$",
        "pdgId": "S013D"
    },
    {
        "description": "K(L)0 MEAN LIFE",
        "description_tex": "${{\\mathit K}_L^0}$  MEAN LIFE",
        "pdgId": "S013T"
    },
    {
        "description": "G(K0L --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013W2"
    },
    {
        "description": "G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013W3"
    },
    {
        "description": "[G(K0L --> pi+- e-+ nu_e)+ G(K0L --> pi+- mu-+ nu_mu)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S013W5"
    },
    {
        "description": "G(K0L --> pi+- e-+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R57"
    },
    {
        "description": "G(K0L --> pi+- mu-+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R58"
    },
    {
        "description": "[G(K0L --> pi+- e-+ nu_e)/G(total)+ G(K0L --> pi+- mu-+ nu_mu)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R7"
    },
    {
        "description": "G(K0L --> pi+- mu-+ nu_mu)/G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013R10"
    },
    {
        "description": "G(K0L --> (pi mu atom) nu)/G(K0L --> pi+- mu-+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   (${{\\mathit \\pi}}{{\\mathit \\mu}}$ atom)  ${{\\mathit \\nu}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S013R33"
    },
    {
        "description": "G(K0L --> pi0 pi+- e-+ nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R32"
    },
    {
        "description": "G(K0L --> pi+- e-+ nu e+ e-)/G(K0L --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R62"
    },
    {
        "description": "G(K0L --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R45"
    },
    {
        "description": "G(K0L --> 3pi0)/G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013R46"
    },
    {
        "description": "G(K0L --> 3pi0)/[G(K0L --> pi+- e-+ nu_e)+ G(K0L --> pi+- mu-+ nu_mu)+ G(K0L --> pi+ pi- pi0)]",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S013R1"
    },
    {
        "description": "G(K0L --> 3pi0)/G(K0L --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R18"
    },
    {
        "description": "G(K0L --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R6"
    },
    {
        "description": "G(K0L --> pi+ pi- pi0)/G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013R47"
    },
    {
        "description": "G(K0L --> pi+ pi- pi0)/[G(K0L --> pi+- e-+ nu_e)+ G(K0L --> pi+- mu-+ nu_mu)+ G(K0L --> pi+ pi- pi0)]",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S013R2"
    },
    {
        "description": "G(K0L --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R38"
    },
    {
        "description": "G(K0L --> pi+ pi-)/G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013R55"
    },
    {
        "description": "[G(K0L --> pi+ pi-)+ G(K0L --> pi+ pi- gamma(DE))]/G(K0L --> pi+- mu-+ nu_mu)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ (DE)$)\\rbrack{}/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S013R59"
    },
    {
        "description": "G(K0L --> pi+ pi-)/[G(K0L --> pi+- e-+ nu_e)+ G(K0L --> pi+- mu-+ nu_mu)]",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/[\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})\\rbrack{}$",
        "pdgId": "S013R20"
    },
    {
        "description": "G(K0L --> pi+- e-+ nu_e)/G(K0L --> 2 tracks)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   2 tracks$)$",
        "pdgId": "S013R56"
    },
    {
        "description": "G(K0L --> pi+ pi-)/[G(K0L --> pi+- e-+ nu_e)+ G(K0L --> pi+- mu-+ nu_mu)+ G(K0L --> pi+ pi- pi0)]",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/[\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$+ $\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})\\rbrack{}$",
        "pdgId": "S013R9"
    },
    {
        "description": "G(K0L --> pi+ pi-)/G(K0L --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R27"
    },
    {
        "description": "G(K0L --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R17"
    },
    {
        "description": "G(K0L --> pi0 pi0)/G(K0L --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S013R39"
    },
    {
        "description": "G(K0L --> pi0 pi0)/G(K0L --> 3pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R19"
    },
    {
        "description": "G(K0L --> pi+- e-+ nu(e) gamma)/G(K0L --> pi+- e-+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S013R25"
    },
    {
        "description": "G(K0L --> pi+- mu-+ nu_mu gamma)/G(K0L --> pi+- mu-+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S013R49"
    },
    {
        "description": "G(K0L --> pi0 pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R42"
    },
    {
        "description": "G(K0L --> pi+ pi- gamma)/G(K0L --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R12"
    },
    {
        "description": "G(K0L --> pi+ pi- gamma)/G(K0L --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S013R53"
    },
    {
        "description": "G(K0L --> pi+ pi- gamma(DE))/G(K0L --> pi+ pi- gamma)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ (DE)$)/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})$",
        "pdgId": "S013R60"
    },
    {
        "description": "G(K0L --> pi0 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R26"
    },
    {
        "description": "G(K0L --> pi0 gamma e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R51"
    },
    {
        "description": "G(K0L --> 2gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R8"
    },
    {
        "description": "G(K0L --> 2gamma)/G(K0L --> 3pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R21"
    },
    {
        "description": "G(K0L --> 2gamma)/G(K0L --> pi0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R37"
    },
    {
        "description": "G(K0L --> 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R44"
    },
    {
        "description": "G(K0L --> e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R28"
    },
    {
        "description": "G(K0L --> e+ e- gamma)/G(K0L --> 3pi0)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S013R61"
    },
    {
        "description": "G(K0L --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R29"
    },
    {
        "description": "G(K0L --> mu+ mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R01"
    },
    {
        "description": "G(K0L --> e+ e- gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R41"
    },
    {
        "description": "G(K0L --> mu+ mu- gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R52"
    },
    {
        "description": "G(K0L --> mu+ mu-)/G(K0L --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S013R22"
    },
    {
        "description": "G(K0L --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R23"
    },
    {
        "description": "G(K0L --> pi+ pi- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R31"
    },
    {
        "description": "G(K0L --> pi0 pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R54"
    },
    {
        "description": "G(K0L --> pi0 pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R65"
    },
    {
        "description": "G(K0L --> mu+ mu- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R35"
    },
    {
        "description": "G(K0L --> e+ e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R36"
    },
    {
        "description": "G(K0L --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R30"
    },
    {
        "description": "G(K0L --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R34"
    },
    {
        "description": "G(K0L --> pi0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R40"
    },
    {
        "description": "G(K0L --> pi0 pi0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R63"
    },
    {
        "description": "G(K0L --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R24"
    },
    {
        "description": "G(K0L --> e+- e+- mu-+ mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R48"
    },
    {
        "description": "G(K0L --> pi0 mu+- e-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R50"
    },
    {
        "description": "G(K0L --> pi0 pi0 mu+- e-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R64"
    },
    {
        "description": "G(K0L --> pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S013R00"
    },
    {
        "description": "ENERGY DEPENDENCE OF K(L)0 DALITZ PLOT",
        "description_tex": "ENERGY DEPENDENCE OF ${{\\mathit K}_L^0}$  DALITZ PLOT",
        "pdgId": "S013235"
    },
    {
        "description": "LINEAR COEFFICIENT g FOR K0L --> pi+ pi- pi0",
        "description_tex": "LINEAR COEFFICIENT $\\mathit g$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013GT0"
    },
    {
        "description": "QUADRATIC COEFFICIENT h FOR K0L --> pi+ pi- pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit h$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013HT0"
    },
    {
        "description": "QUADRATIC COEFFICIENT k FOR K0L --> pi+ pi- pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit k$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013KT0"
    },
    {
        "description": "LINEAR COEFFICIENT j FOR K0L --> pi+ pi- pi0 (CP-VIOLATING TERM)",
        "description_tex": "LINEAR COEFFICIENT $\\mathit j$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ($\\mathit CP$-VIOLATING TERM)",
        "pdgId": "S013JTR"
    },
    {
        "description": "QUADRATIC COEFFICIENT f FOR K0L --> pi+ pi- pi0 (CP-VIOLATING TERM)",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit f$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ($\\mathit CP$-VIOLATING TERM)",
        "pdgId": "S013FTR"
    },
    {
        "description": "QUADRATIC COEFFICIENT h FOR K0L --> pi0 pi0 pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit h$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013HTZ"
    },
    {
        "description": "K(L)0 FORM FACTORS",
        "description_tex": "${{\\mathit K}_L^0}$  FORM FACTORS",
        "pdgId": "S013240"
    },
    {
        "description": "lambda(+) (LINEAR ENERGY DEPENDENCE OF f(+) IN K_e30 DECAY)",
        "description_tex": "$\\lambda _{+}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{+}$ IN ${{\\mathit K}_{{{e3}}}^{0}}$ DECAY)",
        "pdgId": "S013L+E"
    },
    {
        "description": "lambda(+) (LINEAR ENERGY DEPENDENCE OF f(+) IN K_mu30 DECAY)",
        "description_tex": "$\\lambda _{+}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{+}$ IN ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013L+M"
    },
    {
        "description": "lambda(0) (LINEAR ENERGY DEPENDENCE OF f(0) IN K_mu30 DECAY)",
        "description_tex": "$\\lambda _{0}$ (LINEAR ENERGY DEPENDENCE OF $\\mathit f_{0}$ IN ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013L0"
    },
    {
        "description": "lambda'(+)(LINEAR K_e30 FORM FACTOR FROM QUADRATIC FIT)",
        "description_tex": "$\\lambda $'$_{+}$(LINEAR ${{\\mathit K}_{{{e3}}}^{0}}$ FORM FACTOR FROM QUADRATIC FIT)",
        "pdgId": "S013LPE"
    },
    {
        "description": "lambda''(+)(QUADRATIC K_e30 FORM FACTOR)",
        "description_tex": "$\\lambda $''$_{+}$(QUADRATIC ${{\\mathit K}_{{{e3}}}^{0}}$ FORM FACTOR)",
        "pdgId": "S013LQE"
    },
    {
        "description": "lambda'(+)(LINEAR K_mu30 FORM FACTOR FROM QUADRATIC FIT)",
        "description_tex": "$\\lambda $'$_{+}$(LINEAR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ FORM FACTOR FROM QUADRATIC FIT)",
        "pdgId": "S013LPM"
    },
    {
        "description": "lambda''(+)(QUADRATIC K_mu30 FORM FACTOR)",
        "description_tex": "$\\lambda $''$_{+}$(QUADRATIC ${{\\mathit K}_{{{\\mu3}}}^{0}}$ FORM FACTOR)",
        "pdgId": "S013LQM"
    },
    {
        "description": "lambda(0)(LINEAR f_0 K_mu30 FORM FACTOR FROM QUADRATIC FIT)",
        "description_tex": "$\\lambda _{0}$(LINEAR $\\mathit f_{0}{{\\mathit K}_{{{\\mu3}}}^{0}}$ FORM FACTOR FROM QUADRATIC FIT)",
        "pdgId": "S013LZ"
    },
    {
        "description": "M(e,V) (POLE MASS FOR K_e30 DECAY)",
        "description_tex": "$M{}^{{{\\mathit e}}}_{V}$ (POLE MASS FOR ${{\\mathit K}_{{{e3}}}^{0}}$ DECAY)",
        "pdgId": "S013MVE"
    },
    {
        "description": "M(mu,V) (POLE MASS FOR K_mu30 DECAY)",
        "description_tex": "$M{}^{{{\\mathit \\mu}}}_{V}$ (POLE MASS FOR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013MVM"
    },
    {
        "description": "M(mu,S) (POLE MASS FOR K_mu30 DECAY)",
        "description_tex": "$M{}^{{{\\mathit \\mu}}}_{S}$ (POLE MASS FOR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013MSM"
    },
    {
        "description": "Lambda_+ (DISPERSIVE VECTOR FORM FACTOR FOR K_mu30 DECAY)",
        "description_tex": "${{\\mathit \\Lambda}_{{{+}}}}$ (DISPERSIVE VECTOR FORM FACTOR FOR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013LAM"
    },
    {
        "description": "ln(C) (DISPERSIVE SCALAR FORM FACTOR FOR K_mu30 DECAY)",
        "description_tex": "ln$\\mathit (C)$ (DISPERSIVE SCALAR FORM FACTOR FOR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY)",
        "pdgId": "S013LCM"
    },
    {
        "description": "a(1)(t(0), Q**2) FORM FACTOR PARAMETER",
        "description_tex": "$\\mathit a_{1}(\\mathit t_{0}$, $\\mathit Q{}^{2}$) FORM FACTOR PARAMETER",
        "pdgId": "S013HA1"
    },
    {
        "description": "a(2)(t(0), Q**2) FORM FACTOR PARAMETER",
        "description_tex": "$\\mathit a_{2}(\\mathit t_{0}$, $\\mathit Q{}^{2}$) FORM FACTOR PARAMETER",
        "pdgId": "S013HA2"
    },
    {
        "description": "|f(S)/f(+)| FOR K_e30 DECAY",
        "description_tex": "$\\vert \\mathit f_{\\mathit S}/\\mathit f_{+}\\vert $ FOR ${{\\mathit K}_{{{e3}}}^{0}}$ DECAY",
        "pdgId": "S013FS"
    },
    {
        "description": "|f(T)/f(+)| FOR K_e30 DECAY",
        "description_tex": "$\\vert \\mathit f_{\\mathit T}/\\mathit f_{+}\\vert $ FOR ${{\\mathit K}_{{{e3}}}^{0}}$ DECAY",
        "pdgId": "S013FT"
    },
    {
        "description": "|f(T)/f(+)| FOR K_mu30 DECAY",
        "description_tex": "$\\vert \\mathit f_{\\mathit T}/\\mathit f_{+}\\vert $ FOR ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY",
        "pdgId": "S013FTM"
    },
    {
        "description": "alpha(K*) DECAY FORM FACTOR FOR K_L --> lepton+ lepton- gamma, KL --> lepton+ lepton- lepton'+ lepton'-",
        "description_tex": "$\\alpha _{{{\\mathit K}^{*}}}$ DECAY FORM FACTOR FOR ${{\\mathit K}_{{{L}}}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\gamma}}$, ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\ell}^{'+}}{{\\mathit \\ell}^{'-}}$",
        "pdgId": "S013ALA"
    },
    {
        "description": "alpha(K*) DECAY FORM FACTOR FOR K_L --> e+ e- gamma",
        "description_tex": "$\\alpha _{{{\\mathit K}^{*}}}$ DECAY FORM FACTOR FOR ${{\\mathit K}_{{{L}}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013ALP"
    },
    {
        "description": "alpha(K*) DECAY FORM FACTOR FOR K_L --> mu+ mu- gamma",
        "description_tex": "$\\alpha _{{{\\mathit K}^{*}}}$ DECAY FORM FACTOR FOR ${{\\mathit K}_{{{L}}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013ALM"
    },
    {
        "description": "alpha(K*)**eff DECAY FORM FACTOR FOR K_L --> e+ e- e+ e-",
        "description_tex": "$\\alpha {}^{{\\mathrm {eff}}}_{{{\\mathit K}^{*}}}$ DECAY FORM FACTOR FOR ${{\\mathit K}_{{{L}}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013ALE"
    },
    {
        "description": "alpha(DIP) DECAY FORM FACTOR FOR KL --> lepton+ lepton- gamma, KL --> lepton+ lepton- lepton'+ lepton'-",
        "description_tex": "$\\alpha _{DIP}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\gamma}}$, ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}{{\\mathit \\ell}^{'+}}{{\\mathit \\ell}^{'-}}$",
        "pdgId": "S013ADA"
    },
    {
        "description": "alpha(DIP) DECAY FORM FACTOR FOR KL --> e+ e- gamma",
        "description_tex": "$\\alpha _{DIP}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013ADP"
    },
    {
        "description": "alpha(DIP) DECAY FORM FACTOR FOR KL --> mu+ mu- gamma",
        "description_tex": "$\\alpha _{DIP}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013ADM"
    },
    {
        "description": "alpha(DIP) DECAY FORM FACTOR FOR KL --> e+ e- mu+ mu-",
        "description_tex": "$\\alpha _{DIP}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S013ADE"
    },
    {
        "description": "a(1)/a(2) FORM FACTOR FOR M1 DIRECT EMISSION AMPLITUDE",
        "description_tex": "a$_{1}$/a$_{2}$ FORM FACTOR FOR M1 DIRECT EMISSION AMPLITUDE",
        "pdgId": "S013A12"
    },
    {
        "description": "f_Sbar DECAY FORM FACTOR FOR K0L --> pi+- pi0 e-+ nu_e",
        "description_tex": "$\\bar f_{S}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013FSB"
    },
    {
        "description": "f_Pbar DECAY FORM FACTOR FOR K0L --> pi+- pi0 e-+ nu_e",
        "description_tex": "$\\bar f_{P}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013FPB"
    },
    {
        "description": "lambda(g) DECAY FORM FACTOR FOR K0L --> pi+- pi0 e-+ nu_e",
        "description_tex": "$\\lambda _{g}$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013LMG"
    },
    {
        "description": "hbar DECAY FORM FACTOR FOR K0L --> pi+- pi0 e-+ nu_e",
        "description_tex": "$\\bar h$ DECAY FORM FACTOR FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013HB"
    },
    {
        "description": "L(3) CHIRAL PERT. THEO. PARAM. FOR K0L --> pi+- pi0 e-+ nu_e",
        "description_tex": "$\\mathit L_{3}$ CHIRAL PERT. THEO. PARAM. FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013L3"
    },
    {
        "description": "a(V), VECTOR MESON EXCHANGE CONTRIBUTION",
        "description_tex": "$\\mathit a_{\\mathit V}$, VECTOR MESON EXCHANGE CONTRIBUTION",
        "pdgId": "S013AV"
    },
    {
        "description": "CHARGE ASYMMETRY IN K_{{\\ell3}}()0 DECAYS",
        "description_tex": "CHARGE ASYMMETRY IN ${{\\mathit K}_{{{\\ell3}}}^{0}}$ DECAYS",
        "pdgId": "S013310"
    },
    {
        "description": "A(L) = weighted average of A(L)(mu) and A(L)(e)",
        "description_tex": "$\\mathit A_{\\mathit L}$ = weighted average of $\\mathit A_{\\mathit L}({{\\mathit \\mu}}$) and $\\mathit A_{\\mathit L}({{\\mathit e}}$)",
        "pdgId": "S013AL"
    },
    {
        "description": "A(L)(mu) = [Gamma(pi- mu+ nu_mu) - Gamma(pi+ mu- nubar_mu)]/SUM",
        "description_tex": "$\\mathit A_{\\mathit L}({{\\mathit \\mu}}$) = [$\\Gamma\\mathrm {({{\\mathit \\pi}^{-}} {{\\mathit \\mu}^{+}} {{\\mathit \\nu}_{{{\\mu}}}})}$ $&minus;$ $\\Gamma\\mathrm {({{\\mathit \\pi}^{+}} {{\\mathit \\mu}^{-}} {{\\overline{\\mathit \\nu}}_{{{\\mu}}}})}$]/SUM",
        "pdgId": "S013A1"
    },
    {
        "description": "A(L)(e) = [Gamma(pi- e+ nu_e) - Gamma(pi+ e- nubar_e)]/SUM",
        "description_tex": "$\\mathit A_{\\mathit L}({{\\mathit e}}$) = [$\\Gamma\\mathrm {({{\\mathit \\pi}^{-}} {{\\mathit e}^{+}} {{\\mathit \\nu}_{{{e}}}})}$ $&minus;$ $\\Gamma\\mathrm {({{\\mathit \\pi}^{+}} {{\\mathit e}^{-}} {{\\overline{\\mathit \\nu}}_{{{e}}}})}$]/SUM",
        "pdgId": "S013A2"
    },
    {
        "description": "PARAMETERS FOR K0L --> 2pi DECAY",
        "description_tex": "PARAMETERS FOR ${{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\pi}}$ DECAY",
        "pdgId": "S013315"
    },
    {
        "description": "|eta(00)| = |A(K0L --> 2pi0) / A(K0S --> 2pi0)|",
        "description_tex": "$\\vert \\eta _{00}\\vert $ = $\\vert A({{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$) / A(${{\\mathit K}_S^0}$    $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})\\vert $",
        "pdgId": "S013E00"
    },
    {
        "description": "|eta(+-)| = |A(K0L --> pi+ pi-) / A(K0S --> pi+ pi-)|",
        "description_tex": "$\\vert \\eta _{+&minus;}\\vert $ = $\\vert A({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) / A(${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})\\vert $",
        "pdgId": "S013E+-"
    },
    {
        "description": "|epsilon| = (2|eta(+-)| + |eta(00)|)/3",
        "description_tex": "$\\vert \\epsilon \\vert $ = (2$\\vert \\eta _{+&minus;}\\vert $ + $\\vert \\eta _{00}\\vert $)/3",
        "pdgId": "S013EP"
    },
    {
        "description": "|eta(00)/eta(+-)|",
        "description_tex": "$\\vert \\eta _{00}/\\eta _{+&minus;}\\vert $",
        "pdgId": "S013ER"
    },
    {
        "description": "Re(epsilon'/epsilon) = (1-|eta(00)/eta(+-)|)/3",
        "description_tex": "Re($\\epsilon {{}^\\prime}/\\epsilon $) = (1$&minus;\\vert \\eta _{00}/\\eta _{+&minus;}\\vert $)/3",
        "pdgId": "S013EPS"
    },
    {
        "description": "phi(+-)",
        "description_tex": "$\\phi _{+&minus;}$",
        "pdgId": "S013F+-"
    },
    {
        "description": "phi(00)",
        "description_tex": "$\\phi _{00}$",
        "pdgId": "S013FOO"
    },
    {
        "description": "phi(epsilon)",
        "description_tex": "$\\phi _{\\epsilon }$",
        "pdgId": "S013EPH"
    },
    {
        "description": "Im(epsilon'/epsilon) = -(phi(00) - phi(+-))/3",
        "description_tex": "Im($\\epsilon {{}^\\prime}/\\epsilon $) = $&minus;(\\phi _{00}$ $&minus;$ $\\phi _{+&minus;}$)/3",
        "pdgId": "S013EPI"
    },
    {
        "description": "DECAY-PLANE ASYMMETRY IN pi+ pi- e+ e- DECAYS",
        "description_tex": "DECAY-PLANE ASYMMETRY IN ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAYS",
        "pdgId": "S013303"
    },
    {
        "description": "CP ASYMMETRY A in K0L --> pi+ pi- e+ e-",
        "description_tex": "$\\mathit CP$ ASYMMETRY $\\mathit A$ in ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013DPA"
    },
    {
        "description": "PARAMETERS FOR e+ e- e+ e- DECAYS",
        "description_tex": "PARAMETERS FOR ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ DECAYS",
        "pdgId": "S013304"
    },
    {
        "description": "beta(CP) from K0L --> e+ e- e+ e-",
        "description_tex": "$\\beta _{\\mathit CP}$ from ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013BCP"
    },
    {
        "description": "gamma(CP) from K0L --> e+ e- e+ e-",
        "description_tex": "$\\gamma _{\\mathit CP}$ from ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013GCP"
    },
    {
        "description": "CHARGE ASYMMETRY IN pi+ pi- pi0 DECAYS",
        "description_tex": "CHARGE ASYMMETRY IN ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ DECAYS",
        "pdgId": "S013305"
    },
    {
        "description": "LINEAR COEFFICIENT j FOR K0L --> pi+ pi- pi0",
        "description_tex": "LINEAR COEFFICIENT $\\mathit j$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013JT0"
    },
    {
        "description": "QUADRATIC COEFFICIENT f FOR K0L --> pi+ pi- pi0",
        "description_tex": "QUADRATIC COEFFICIENT $\\mathit f$ FOR ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013FT0"
    },
    {
        "description": "PARAMETERS for K0L --> pi+ pi- gamma DECAY",
        "description_tex": "PARAMETERS for ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ DECAY",
        "pdgId": "S013307"
    },
    {
        "description": "|eta(+-gamma)| = |A(K0L --> pi+ pi- gamma, CP violating)/A(K0S --> pi+ pi- gamma)|",
        "description_tex": "$\\vert \\eta _{+&minus;{{\\mathit \\gamma}}}\\vert $ = $\\vert A({{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ , $\\mathit CP$ violating)/A(${{\\mathit K}_S^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})\\vert $",
        "pdgId": "S013E+G"
    },
    {
        "description": "phi(+-gamma) = phase of eta(+-gamma)",
        "description_tex": "$\\phi _{+&minus;{{\\mathit \\gamma}}}$ = phase of $\\eta _{+&minus;{{\\mathit \\gamma}}}$",
        "pdgId": "S013P+G"
    },
    {
        "description": "|epsilon'(+-gamma)|/epsilon for K0L --> pi+ pi- gamma",
        "description_tex": "$\\vert \\epsilon {}^{'}_{+&minus;{{\\mathit \\gamma}}}\\vert /\\epsilon $ for ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013EPG"
    },
    {
        "description": "|g(E1)| for KL --> pi+ pi- gamma",
        "description_tex": "$\\vert $g$_{E1}\\vert $ for ${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013GE1"
    },
    {
        "description": "T VIOLATION TESTS IN  K(L)0 DECAYS",
        "description_tex": "$\\mathit T$ VIOLATION TESTS IN  ${{\\mathit K}_L^0}$  DECAYS",
        "pdgId": "S013280"
    },
    {
        "description": "Im(xi) in K_mu30 DECAY (from transverse mu pol.)",
        "description_tex": "Im($\\xi $) in ${{\\mathit K}_{{{\\mu3}}}^{0}}$ DECAY (from transverse ${{\\mathit \\mu}}$ pol.)",
        "pdgId": "S013IXI"
    },
    {
        "description": "CPT-INVARIANCE TESTS IN K(L)0 DECAYS",
        "description_tex": "$\\mathit CPT$-INVARIANCE TESTS IN ${{\\mathit K}_L^0}$  DECAYS",
        "pdgId": "S013246"
    },
    {
        "description": "Deltaphi",
        "description_tex": "$\\Delta \\phi $",
        "pdgId": "S013DF"
    },
    {
        "description": "PHASE DIFFERENCE phi(+-) - phi(SW)",
        "description_tex": "PHASE DIFFERENCE $\\phi _{+&minus;}$ $&minus;$ $\\phi _{{\\mathrm {SW}}}$",
        "pdgId": "S013DFS"
    },
    {
        "description": "Re(2/3eta(+-) + 1/3eta(00))-A(L)/2",
        "description_tex": "Re(${2\\over 3}\\eta _{+&minus;}$ $+$ ${1\\over 3}\\eta _{00})&minus;{\\mathit A_{L}\\over 2}$",
        "pdgId": "S013CPT"
    },
    {
        "description": "x = A(Kbar0 --> pi- lepton+ nu)/A(K0 --> pi- lepton+ nu) = A(DeltaS=-DeltaQ)/A(DeltaS=DeltaQ)",
        "description_tex": "$\\mathit x$ = A(${{\\overline{\\mathit K}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}})/A({{\\mathit K}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$) = A($\\Delta \\mathit S=&minus;\\Delta \\mathit Q)/A(\\Delta \\mathit S=\\Delta \\mathit Q$)",
        "pdgId": "S013250"
    },
    {
        "description": "REAL PART OF x",
        "description_tex": "REAL PART OF $\\mathit x$",
        "pdgId": "S013REX"
    },
    {
        "description": "IMAGINARY PART OF x",
        "description_tex": "IMAGINARY PART OF $\\mathit x$",
        "pdgId": "S013IMX"
    },
    {
        "description": "K0L --> pi+- e-+ nu_e",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S013.4"
    },
    {
        "description": "K0L --> pi+- mu-+ nu_mu",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S013.3"
    },
    {
        "description": "K0L --> (pi mu atom) nu",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   (${{\\mathit \\pi}}{{\\mathit \\mu}}$ atom)  ${{\\mathit \\nu}}$",
        "pdgId": "S013.19"
    },
    {
        "description": "K0L --> pi0 pi+- e-+ nu",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}}$",
        "pdgId": "S013.18"
    },
    {
        "description": "K0L --> pi+- e-+ nu e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.51"
    },
    {
        "description": "K0L --> 3pi0",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S013.1"
    },
    {
        "description": "K0L --> pi+ pi- pi0",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013.2"
    },
    {
        "description": "K0L --> pi+ pi-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S013.5"
    },
    {
        "description": "K0L --> pi0 pi0",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S013.11"
    },
    {
        "description": "K0L --> pi+- e-+ nu_e gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit e}^{\\mp}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.12"
    },
    {
        "description": "K0L --> pi+- mu-+ nu_mu gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.34"
    },
    {
        "description": "K0L --> pi0 pi0 gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.33"
    },
    {
        "description": "K0L --> pi+ pi- gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.10"
    },
    {
        "description": "K0L --> pi+ pi- gamma(DE)",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ (DE)",
        "pdgId": "S013.50"
    },
    {
        "description": "K0L --> pi0 2gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}$2 ${{\\mathit \\gamma}}$",
        "pdgId": "S013.13"
    },
    {
        "description": "K0L --> pi0 gamma e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.46"
    },
    {
        "description": "K0L --> 2gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$  2 ${{\\mathit \\gamma}}$",
        "pdgId": "S013.9"
    },
    {
        "description": "K0L --> 3gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "S013.45"
    },
    {
        "description": "K0L --> e+ e- gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.14"
    },
    {
        "description": "K0L --> mu+ mu- gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.15"
    },
    {
        "description": "K0L --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S013.56"
    },
    {
        "description": "K0L --> e+ e- gamma gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.23"
    },
    {
        "description": "K0L --> mu+ mu- gamma gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.47"
    },
    {
        "description": "K0L --> mu+ mu-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S013.6"
    },
    {
        "description": "K0L --> e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.7"
    },
    {
        "description": "K0L --> pi+ pi- e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.17"
    },
    {
        "description": "K0L --> pi0 pi0 e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.48"
    },
    {
        "description": "K0L --> pi0 pi0 mu+ mu-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S013.54"
    },
    {
        "description": "K0L --> mu+ mu- e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.21"
    },
    {
        "description": "K0L --> e+ e- e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.22"
    },
    {
        "description": "K0L --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S013.16"
    },
    {
        "description": "K0L --> pi0 e+ e-",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S013.20"
    },
    {
        "description": "K0L --> pi0 nu nubar",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S013.43"
    },
    {
        "description": "K0L --> pi0 pi0 nu nubar",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S013.52"
    },
    {
        "description": "K0L --> e+- mu-+",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S013.8"
    },
    {
        "description": "K0L --> e+- e+- mu-+ mu-+",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S013.24"
    },
    {
        "description": "K0L --> pi0 mu+- e-+",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}}$",
        "pdgId": "S013.36"
    },
    {
        "description": "K0L --> pi0 pi0 mu+- e-+",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}}$",
        "pdgId": "S013.53"
    },
    {
        "description": "K0L --> pi0 gamma",
        "description_tex": "${{\\mathit K}_L^0}$    $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S013.55"
    },
    {
        "description": "K_0^*(700)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(700)}}$",
        "pdgId": "M174"
    },
    {
        "description": "K_0*(700) T-Matrix Pole sqrt(s)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(700)}}$ T-Matrix Pole $\\sqrt {s }$",
        "pdgId": "M174TMP"
    },
    {
        "description": "K_0*(700) Breit-Wigner Mass",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(700)}}$ Breit-Wigner Mass",
        "pdgId": "M174M"
    },
    {
        "description": "K_0*(700) Breit-Wigner Width",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(700)}}$ Breit-Wigner Width",
        "pdgId": "M174W"
    },
    {
        "description": "K_0^*(700) --> K pi",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(700)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M174.1"
    },
    {
        "description": "K^*(892)",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$",
        "pdgId": "M018"
    },
    {
        "description": "K*(892) T-Matrix Pole sqrt(s)",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$ T-Matrix Pole $\\sqrt {s }$",
        "pdgId": "M018TMP"
    },
    {
        "description": "K^*(892) MASS",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$ MASS",
        "pdgId": "M018205"
    },
    {
        "description": "CHARGED ONLY, HADROPRODUCED",
        "description_tex": "CHARGED ONLY, HADROPRODUCED",
        "pdgId": "M018M1"
    },
    {
        "description": "CHARGED ONLY, PRODUCED IN tau LEPTON DECAYS",
        "description_tex": "CHARGED ONLY, PRODUCED IN ${{\\mathit \\tau}}$ LEPTON DECAYS",
        "pdgId": "M018MCT"
    },
    {
        "description": "NEUTRAL ONLY",
        "description_tex": "NEUTRAL ONLY",
        "pdgId": "M018M2"
    },
    {
        "description": "mass(K*(892)0)-mass(K*(892)+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit K}^{*}{(892)}^{0}}}-{\\mathit m}_{{{\\mathit K}^{*}{(892)}^{\\pm}}}$",
        "pdgId": "M018D"
    },
    {
        "description": "K*(892) RANGE PARAMETER",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$ RANGE PARAMETER",
        "pdgId": "M018R"
    },
    {
        "description": "K^*(892) WIDTH",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$ WIDTH",
        "pdgId": "M018215"
    },
    {
        "description": "CHARGED ONLY, HADROPRODUCED",
        "description_tex": "CHARGED ONLY, HADROPRODUCED",
        "pdgId": "M018W1"
    },
    {
        "description": "CHARGED ONLY, PRODUCED IN tau LEPTON DECAYS",
        "description_tex": "CHARGED ONLY, PRODUCED IN ${{\\mathit \\tau}}$ LEPTON DECAYS",
        "pdgId": "M018W5"
    },
    {
        "description": "NEUTRAL ONLY",
        "description_tex": "NEUTRAL ONLY",
        "pdgId": "M018W2"
    },
    {
        "description": "G(K*(892) --> K0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M018W4"
    },
    {
        "description": "G(K*(892) --> K+- gamma)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\gamma}})$",
        "pdgId": "M018W3"
    },
    {
        "description": "G(K*(892) --> K0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M018R3"
    },
    {
        "description": "G(K*(892) --> K+- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M018R2"
    },
    {
        "description": "G(K*(892) --> K pi pi)/G(K*(892) --> (K pi)^+-)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   (${{\\mathit K}}{{\\mathit \\pi}}$ )${}^{+-})$",
        "pdgId": "M018R1"
    },
    {
        "description": "K^*(892) --> K pi",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M018.1"
    },
    {
        "description": "K^*(892) --> (K pi)+-",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   (${{\\mathit K}}{{\\mathit \\pi}}$ )${}^{+-}$",
        "pdgId": "M018.11"
    },
    {
        "description": "K^*(892) --> (K pi)0",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   (${{\\mathit K}}{{\\mathit \\pi}}$ )${}^{0}$",
        "pdgId": "M018.12"
    },
    {
        "description": "K^*(892) --> K0 gamma",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M018.4"
    },
    {
        "description": "K^*(892) --> K+- gamma",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\gamma}}$",
        "pdgId": "M018.3"
    },
    {
        "description": "K^*(892) --> K pi pi",
        "description_tex": "${{\\mathit K}^{*}{(892)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M018.2"
    },
    {
        "description": "K_1(1270)",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$",
        "pdgId": "M028"
    },
    {
        "description": "K_1(1270) MASS",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$ MASS",
        "pdgId": "M028MX"
    },
    {
        "description": "PRODUCED BY K-, BACKWARD SCATTERING, HYPERON EXCHANGE",
        "description_tex": "PRODUCED BY ${{\\mathit K}^{-}}$, BACKWARD SCATTERING, HYPERON EXCHANGE",
        "pdgId": "M028M2"
    },
    {
        "description": "PRODUCED BY K BEAMS",
        "description_tex": "PRODUCED BY ${{\\mathit K}}$ BEAMS",
        "pdgId": "M028M3"
    },
    {
        "description": "PRODUCED BY BEAMS OTHER THAN K MESONS",
        "description_tex": "PRODUCED BY BEAMS OTHER THAN ${{\\mathit K}}$ MESONS",
        "pdgId": "M028M1"
    },
    {
        "description": "PRODUCED IN tau LEPTON DECAYS",
        "description_tex": "PRODUCED IN ${{\\mathit \\tau}}$ LEPTON DECAYS",
        "pdgId": "M028MT"
    },
    {
        "description": "K_1(1270) WIDTH",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$ WIDTH",
        "pdgId": "M028WX"
    },
    {
        "description": "PRODUCED BY K-, BACKWARD SCATTERING, HYPERON EXCHANGE",
        "description_tex": "PRODUCED BY ${{\\mathit K}^{-}}$, BACKWARD SCATTERING, HYPERON EXCHANGE",
        "pdgId": "M028W2"
    },
    {
        "description": "PRODUCED BY K BEAMS",
        "description_tex": "PRODUCED BY ${{\\mathit K}}$ BEAMS",
        "pdgId": "M028W3"
    },
    {
        "description": "PRODUCED BY BEAMS OTHER THAN K MESONS",
        "description_tex": "PRODUCED BY BEAMS OTHER THAN ${{\\mathit K}}$ MESONS",
        "pdgId": "M028W1"
    },
    {
        "description": "PRODUCED IN tau LEPTON DECAYS",
        "description_tex": "PRODUCED IN ${{\\mathit \\tau}}$ LEPTON DECAYS",
        "pdgId": "M028WT"
    },
    {
        "description": "G(K_1(1270) --> K rho)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})$",
        "pdgId": "M028W5"
    },
    {
        "description": "G(K_1(1270) --> K_0*(1430) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}})$",
        "pdgId": "M028W7"
    },
    {
        "description": "G(K_1(1270) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M028W4"
    },
    {
        "description": "G(K_1(1270) --> K omega)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})$",
        "pdgId": "M028W6"
    },
    {
        "description": "G(K_1(1270) --> K f_0(1370))",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(1370)}})$",
        "pdgId": "M028W8"
    },
    {
        "description": "G(K_1(1270) --> gamma K0)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}})$",
        "pdgId": "M028W9"
    },
    {
        "description": "G(K_1(1270) --> K rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M028R2"
    },
    {
        "description": "G(K_1(1270) --> K_0*(1430) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M028R4"
    },
    {
        "description": "G(K_1(1270) --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M028R1"
    },
    {
        "description": "G(K_1(1270) --> K*(892) pi)/G(K_1(1270) --> K rho)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})$",
        "pdgId": "M028R00"
    },
    {
        "description": "G(K_1(1270) --> K omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M028R3"
    },
    {
        "description": "G(K_1(1270) --> K omega)/G(K_1(1270) --> K rho)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})$",
        "pdgId": "M028R6"
    },
    {
        "description": "G(K_1(1270) --> K f_0(1370))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(1370)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M028R5"
    },
    {
        "description": "K_{{1}}(1270) BRANCHING RATIOS",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$ BRANCHING RATIOS",
        "pdgId": "M028225"
    },
    {
        "description": "D-wave/S-wave RATIO FOR K_1(1270) --> K*(892) pi",
        "description_tex": "${\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ RATIO FOR ${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M028R9"
    },
    {
        "description": "K_1(1270) --> K rho",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M028.2"
    },
    {
        "description": "K_1(1270) --> K_0^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M028.7"
    },
    {
        "description": "K_1(1270) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M028.1"
    },
    {
        "description": "K_1(1270) --> K omega",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}$",
        "pdgId": "M028.5"
    },
    {
        "description": "K_1(1270) --> K f_0(1370)",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "M028.8"
    },
    {
        "description": "K_1(1270) --> gamma K0",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}}$",
        "pdgId": "M028.9"
    },
    {
        "description": "K_1(1400)",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$",
        "pdgId": "M064"
    },
    {
        "description": "K_1(1400) MASS",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$ MASS",
        "pdgId": "M064M"
    },
    {
        "description": "K_1(1400) WIDTH",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$ WIDTH",
        "pdgId": "M064W"
    },
    {
        "description": "G(K_1(1400) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M064W1"
    },
    {
        "description": "G(K_1(1400) --> K rho)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})$",
        "pdgId": "M064W2"
    },
    {
        "description": "G(K_1(1400) --> K omega)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})$",
        "pdgId": "M064W5"
    },
    {
        "description": "G(K_1(1400) --> gamma K0)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}})$",
        "pdgId": "M064W6"
    },
    {
        "description": "G(K_1(1400) --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R1"
    },
    {
        "description": "G(K_1(1400) --> K rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R2"
    },
    {
        "description": "G(K_1(1400) --> K f_0(1370))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(1370)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R5"
    },
    {
        "description": "G(K_1(1400) --> K omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R3"
    },
    {
        "description": "G(K_1(1400) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R00"
    },
    {
        "description": "G(K_1(1400) --> K_0*(1430) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M064R4"
    },
    {
        "description": "K_{{1}}(1400) BRANCHING RATIOS",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$ BRANCHING RATIOS",
        "pdgId": "M064225"
    },
    {
        "description": "D-wave/S-wave RATIO FOR K_1(1400) --> K*(892) pi",
        "description_tex": "${\\mathit D}{\\mathrm -wave}/{\\mathit S}{\\mathrm -wave}$ RATIO FOR ${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M064R9"
    },
    {
        "description": "K_1(1400) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M064.1"
    },
    {
        "description": "K_1(1400) --> K rho",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M064.2"
    },
    {
        "description": "K_1(1400) --> K f_0(1370)",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "M064.8"
    },
    {
        "description": "K_1(1400) --> K omega",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}$",
        "pdgId": "M064.5"
    },
    {
        "description": "K_1(1400) --> K_0^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M064.7"
    },
    {
        "description": "K_1(1400) --> gamma K0",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}}$",
        "pdgId": "M064.9"
    },
    {
        "description": "K_1(1400) --> K phi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1400)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M064.10"
    },
    {
        "description": "K^*(1410)",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$",
        "pdgId": "M094"
    },
    {
        "description": "K*(1410) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M094PP"
    },
    {
        "description": "K*(1410) MASS",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$ MASS",
        "pdgId": "M094M"
    },
    {
        "description": "K*(1410) WIDTH",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$ WIDTH",
        "pdgId": "M094W"
    },
    {
        "description": "G(K*(1410) --> gamma K0)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}})$",
        "pdgId": "M094W1"
    },
    {
        "description": "G(K*(1410) --> K rho)/G(K*(1410) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M094R1"
    },
    {
        "description": "G(K*(1410) --> K pi)/G(K*(1410) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M094R2"
    },
    {
        "description": "G(K*(1410) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M094R3"
    },
    {
        "description": "G(K*(1410) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M094R00"
    },
    {
        "description": "K^*(1410) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M094.2"
    },
    {
        "description": "K^*(1410) --> K pi",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M094.1"
    },
    {
        "description": "K^*(1410) --> K rho",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M094.3"
    },
    {
        "description": "K^*(1410) --> gamma K0",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{0}}$",
        "pdgId": "M094.4"
    },
    {
        "description": "K^*(1410) --> K phi",
        "description_tex": "${{\\mathit K}^{*}{(1410)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M094.5"
    },
    {
        "description": "K_0^*(1430)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$",
        "pdgId": "M019"
    },
    {
        "description": "K_0*(1430) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M019PP"
    },
    {
        "description": "K_0*(1430) MASS",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$ MASS",
        "pdgId": "M019M"
    },
    {
        "description": "K_0*(1430) WIDTH",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$ WIDTH",
        "pdgId": "M019W"
    },
    {
        "description": "G(K_0*(1430) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M019R1"
    },
    {
        "description": "G(K_0*(1430) --> K eta)/G(K_0*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M019R01"
    },
    {
        "description": "G(K_0*(1430) --> K eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M019R00"
    },
    {
        "description": "G(K_0*(1430) --> K eta'(958))/G(K_0*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M019R02"
    },
    {
        "description": "K_0^*(1430) --> K pi",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M019.1"
    },
    {
        "description": "K_0^*(1430) --> K eta",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "M019.2"
    },
    {
        "description": "K_0^*(1430) --> K eta^'(958)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M019.3"
    },
    {
        "description": "K_2^*(1430)",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$",
        "pdgId": "M022"
    },
    {
        "description": "K_2*(1430) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M022PP"
    },
    {
        "description": "K_{{2}}^*(1430) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$ MASS",
        "pdgId": "M022205"
    },
    {
        "description": "CHARGED ONLY, WITH FINAL STATE K pi",
        "description_tex": "CHARGED ONLY, WITH FINAL STATE ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M022M1"
    },
    {
        "description": "NEUTRAL ONLY",
        "description_tex": "NEUTRAL ONLY",
        "pdgId": "M022M4"
    },
    {
        "description": "K_{{2}}^*(1430) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$ WIDTH",
        "pdgId": "M022210"
    },
    {
        "description": "CHARGED ONLY, WITH FINAL STATE K pi",
        "description_tex": "CHARGED ONLY, WITH FINAL STATE ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M022W1"
    },
    {
        "description": "NEUTRAL ONLY",
        "description_tex": "NEUTRAL ONLY",
        "pdgId": "M022W4"
    },
    {
        "description": "G(K_2*(1430) --> K+ gamma)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\gamma}})$",
        "pdgId": "M022W8"
    },
    {
        "description": "G(K_2*(1430) --> K0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M022W9"
    },
    {
        "description": "G(K_2*(1430) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M022R1"
    },
    {
        "description": "G(K_2*(1430) --> K*(892) pi)/G(K_2*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M022R4"
    },
    {
        "description": "G(K_2*(1430) --> K omega)/G(K_2*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M022R5"
    },
    {
        "description": "G(K_2*(1430) --> K rho)/G(K_2*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M022R6"
    },
    {
        "description": "G(K_2*(1430) --> K rho)/G(K_2*(1430) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M022R7"
    },
    {
        "description": "G(K_2*(1430) --> K omega)/G(K_2*(1430) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M022R8"
    },
    {
        "description": "G(K_2*(1430) --> K eta)/G(K_2*(1430) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M022R9"
    },
    {
        "description": "G(K_2*(1430) --> K eta)/G(K_2*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M022R10"
    },
    {
        "description": "G(K_2*(1430) --> K*(892) pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M022R11"
    },
    {
        "description": "G(K_2*(1430) --> K*(892) pi pi)/G(K_2*(1430) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M022R12"
    },
    {
        "description": "G(K_2*(1430) --> K omega pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M022R13"
    },
    {
        "description": "K_2^*(1430) --> K pi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M022.1"
    },
    {
        "description": "K_2^*(1430) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M022.2"
    },
    {
        "description": "K_2^*(1430) --> K^*(892) pi pi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M022.6"
    },
    {
        "description": "K_2^*(1430) --> K rho",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M022.3"
    },
    {
        "description": "K_2^*(1430) --> K omega",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}$",
        "pdgId": "M022.4"
    },
    {
        "description": "K_2^*(1430) --> K+ gamma",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "M022.8"
    },
    {
        "description": "K_2^*(1430) --> K eta",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "M022.5"
    },
    {
        "description": "K_2^*(1430) --> K omega pi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}{{\\mathit \\pi}}$",
        "pdgId": "M022.7"
    },
    {
        "description": "K_2^*(1430) --> K0 gamma",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1430)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M022.10"
    },
    {
        "description": "K(1460)",
        "description_tex": "${{\\mathit K}{(1460)}}$",
        "pdgId": "M021"
    },
    {
        "description": "K(1460) MASS",
        "description_tex": "${{\\mathit K}{(1460)}}$ MASS",
        "pdgId": "M021M"
    },
    {
        "description": "K(1460) WIDTH",
        "description_tex": "${{\\mathit K}{(1460)}}$ WIDTH",
        "pdgId": "M021W"
    },
    {
        "description": "G(K(1460) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M021W1"
    },
    {
        "description": "G(K(1460) --> K rho)",
        "description_tex": "$\\Gamma({{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})$",
        "pdgId": "M021W2"
    },
    {
        "description": "G(K(1460) --> K_0*(1430) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}})$",
        "pdgId": "M021W3"
    },
    {
        "description": "G(K(1460) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M021R00"
    },
    {
        "description": "K(1460) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M021.1"
    },
    {
        "description": "K(1460) --> K rho",
        "description_tex": "${{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M021.2"
    },
    {
        "description": "K(1460) --> K_0^*(1430) pi",
        "description_tex": "${{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M021.3"
    },
    {
        "description": "K(1460) --> K phi",
        "description_tex": "${{\\mathit K}{(1460)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M021.4"
    },
    {
        "description": "K_2(1580)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1580)}}$",
        "pdgId": "M039"
    },
    {
        "description": "K_2(1580) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1580)}}$ MASS",
        "pdgId": "M039M"
    },
    {
        "description": "K_2(1580) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1580)}}$ WIDTH",
        "pdgId": "M039W"
    },
    {
        "description": "G(K_2(1580) --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1580)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M039R1"
    },
    {
        "description": "G(K_2(1580) --> K_2*(1430) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1580)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M039R2"
    },
    {
        "description": "K_2(1580) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1580)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M039.1"
    },
    {
        "description": "K_2(1580) --> K_2^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1580)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M039.2"
    },
    {
        "description": "K(1630)",
        "description_tex": "${{\\mathit K}{(1630)}}$",
        "pdgId": "M160"
    },
    {
        "description": "K(1630) MASS",
        "description_tex": "${{\\mathit K}{(1630)}}$ MASS",
        "pdgId": "M160M"
    },
    {
        "description": "K(1630) WIDTH",
        "description_tex": "${{\\mathit K}{(1630)}}$ WIDTH",
        "pdgId": "M160W"
    },
    {
        "description": "K(1630) --> K0S pi+ pi-",
        "description_tex": "${{\\mathit K}{(1630)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M160.1"
    },
    {
        "description": "K_1(1650)",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1650)}}$",
        "pdgId": "M099"
    },
    {
        "description": "K_1(1650) MASS",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1650)}}$ MASS",
        "pdgId": "M099M"
    },
    {
        "description": "K_1(1650) WIDTH",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1650)}}$ WIDTH",
        "pdgId": "M099W"
    },
    {
        "description": "K_1(1650) --> K pi pi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1650)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M099.1"
    },
    {
        "description": "K_1(1650) --> K phi",
        "description_tex": "${{\\mathit K}_{{{1}}}{(1650)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M099.2"
    },
    {
        "description": "K^*(1680)",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$",
        "pdgId": "M095"
    },
    {
        "description": "K*(1680) MASS",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$ MASS",
        "pdgId": "M095M"
    },
    {
        "description": "K*(1680) WIDTH",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$ WIDTH",
        "pdgId": "M095W"
    },
    {
        "description": "G(K*(1680) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M095R4"
    },
    {
        "description": "G(K*(1680) --> K pi)/G(K*(1680) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M095R2"
    },
    {
        "description": "G(K*(1680) --> K rho)/G(K*(1680) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M095R3"
    },
    {
        "description": "G(K*(1680) --> K rho)/G(K*(1680) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M095R1"
    },
    {
        "description": "G(K*(1680) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M095R00"
    },
    {
        "description": "G(K*(1680) --> K eta)/G(K*(1680) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M095R02"
    },
    {
        "description": "G(K*(1680) --> K eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M095R01"
    },
    {
        "description": "K^*(1680) --> K pi",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M095.1"
    },
    {
        "description": "K^*(1680) --> K rho",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M095.3"
    },
    {
        "description": "K^*(1680) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M095.2"
    },
    {
        "description": "K^*(1680) --> K phi",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M095.4"
    },
    {
        "description": "K^*(1680) --> K eta",
        "description_tex": "${{\\mathit K}^{*}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "M095.6"
    },
    {
        "description": "K_2(1770)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$",
        "pdgId": "M023"
    },
    {
        "description": "K_2(1770) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$ MASS",
        "pdgId": "M023M"
    },
    {
        "description": "K_2(1770) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$ WIDTH",
        "pdgId": "M023W"
    },
    {
        "description": "G(K_2(1770) --> K_2*(1430) pi)/G(K_2(1770) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M023R1"
    },
    {
        "description": "G(K_2(1770) --> K*(892) pi)/G(K_2(1770) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M023R3"
    },
    {
        "description": "G(K_2(1770) --> K f_2(1270))/G(K_2(1770) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M023R4"
    },
    {
        "description": "G(K_2(1770) --> K f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M023R6"
    },
    {
        "description": "G(K_2(1770) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M023R5"
    },
    {
        "description": "G(K_2(1770) --> K omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M023R2"
    },
    {
        "description": "K_2(1770) --> K pi pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M023.1"
    },
    {
        "description": "K_2(1770) --> K_2^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M023.2"
    },
    {
        "description": "K_2(1770) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M023.4"
    },
    {
        "description": "K_2(1770) --> K f_2(1270)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M023.9"
    },
    {
        "description": "K_2(1770) --> K f_0(980)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M023.11"
    },
    {
        "description": "K_2(1770) --> K phi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M023.10"
    },
    {
        "description": "K_2(1770) --> K omega",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1770)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}$",
        "pdgId": "M023.8"
    },
    {
        "description": "K_3^*(1780)",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$",
        "pdgId": "M060"
    },
    {
        "description": "K_3*(1780) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M060PP"
    },
    {
        "description": "K_3*(1780) MASS",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$ MASS",
        "pdgId": "M060M"
    },
    {
        "description": "K_3*(1780) WIDTH",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$ WIDTH",
        "pdgId": "M060W"
    },
    {
        "description": "G(K_3*(1780) --> K rho)/G(K_3*(1780) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M060R5"
    },
    {
        "description": "G(K_3*(1780) --> K*(892) pi)/G(K_3*(1780) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M060R7"
    },
    {
        "description": "G(K_3*(1780) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M060R4"
    },
    {
        "description": "G(K_3*(1780) --> K eta)/G(K_3*(1780) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M060R8"
    },
    {
        "description": "G(K_3*(1780) --> K_2*(1430) pi)/G(K_3*(1780) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M060R6"
    },
    {
        "description": "K_3^*(1780) --> K rho",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M060.3"
    },
    {
        "description": "K_3^*(1780) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M060.2"
    },
    {
        "description": "K_3^*(1780) --> K pi",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M060.1"
    },
    {
        "description": "K_3^*(1780) --> K eta",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "M060.6"
    },
    {
        "description": "K_3^*(1780) --> K_2^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{3}}}^{*}{(1780)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M060.4"
    },
    {
        "description": "K_2(1820)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$",
        "pdgId": "M146"
    },
    {
        "description": "K_2(1820) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$ MASS",
        "pdgId": "M146M"
    },
    {
        "description": "K_2(1820) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$ WIDTH",
        "pdgId": "M146W"
    },
    {
        "description": "G(K_2(1820) --> K_2*(1430) pi)/G(K_2(1820) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M146R1"
    },
    {
        "description": "G(K_2(1820) --> K*(892) pi)/G(K_2(1820) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M146R2"
    },
    {
        "description": "G(K_2(1820) --> K f_2(1270))/G(K_2(1820) --> K pi pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M146R3"
    },
    {
        "description": "G(K_2(1820) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M146R00"
    },
    {
        "description": "K_2(1820) --> K pi pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M146.5"
    },
    {
        "description": "K_2(1820) --> K_2^*(1430) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\pi}}$",
        "pdgId": "M146.1"
    },
    {
        "description": "K_2(1820) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M146.2"
    },
    {
        "description": "K_2(1820) --> K f_2(1270)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M146.3"
    },
    {
        "description": "K_2(1820) --> K omega",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\omega}}$",
        "pdgId": "M146.6"
    },
    {
        "description": "K_2(1820) --> K phi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(1820)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M146.7"
    },
    {
        "description": "K(1830)",
        "description_tex": "${{\\mathit K}{(1830)}}$",
        "pdgId": "M088"
    },
    {
        "description": "K(1830) MASS",
        "description_tex": "${{\\mathit K}{(1830)}}$ MASS",
        "pdgId": "M088M"
    },
    {
        "description": "K(1830) WIDTH",
        "description_tex": "${{\\mathit K}{(1830)}}$ WIDTH",
        "pdgId": "M088W"
    },
    {
        "description": "K(1830) --> K phi",
        "description_tex": "${{\\mathit K}{(1830)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M088.1"
    },
    {
        "description": "K_0^*(1950)",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1950)}}$",
        "pdgId": "M134"
    },
    {
        "description": "K_0*(1950) MASS",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1950)}}$ MASS",
        "pdgId": "M134M"
    },
    {
        "description": "K_0*(1950) WIDTH",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1950)}}$ WIDTH",
        "pdgId": "M134W"
    },
    {
        "description": "G(K_0*(1950) --> K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{0}}}^{*}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M134R1"
    },
    {
        "description": "K_0^*(1950) --> K- pi+",
        "description_tex": "${{\\mathit K}_{{{0}}}^{*}{(1950)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M134.1"
    },
    {
        "description": "K_2^*(1980)",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$",
        "pdgId": "M104"
    },
    {
        "description": "K_2*(1980) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$ MASS",
        "pdgId": "M104M"
    },
    {
        "description": "K_2*(1980) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$ WIDTH",
        "pdgId": "M104W"
    },
    {
        "description": "G(K_2*(1980) --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M104R01"
    },
    {
        "description": "G(K_2*(1980) --> K rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M104R02"
    },
    {
        "description": "G(K_2*(1980) --> K rho)/G(K_2*(1980) --> K*(892) pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}})/\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})$",
        "pdgId": "M104R1"
    },
    {
        "description": "G(K_2*(1980) --> K f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M104R3"
    },
    {
        "description": "G(K_2*(1980) --> K phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M104R00"
    },
    {
        "description": "G(K_2*(1980) --> K eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M104R03"
    },
    {
        "description": "K_2^*(1980) --> K^*(892) pi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "M104.2"
    },
    {
        "description": "K_2^*(1980) --> K rho",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\rho}}$",
        "pdgId": "M104.3"
    },
    {
        "description": "K_2^*(1980) --> K f_2(1270)",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M104.4"
    },
    {
        "description": "K_2^*(1980) --> K phi",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}$",
        "pdgId": "M104.5"
    },
    {
        "description": "K_2^*(1980) --> K eta",
        "description_tex": "${{\\mathit K}_{{{2}}}^{*}{(1980)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "M104.6"
    },
    {
        "description": "K_4^*(2045)",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$",
        "pdgId": "M035"
    },
    {
        "description": "K_4*(2045) MASS",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$ MASS",
        "pdgId": "M035M"
    },
    {
        "description": "K_4*(2045) WIDTH",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$ WIDTH",
        "pdgId": "M035W"
    },
    {
        "description": "G(K_4*(2045) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M035R1"
    },
    {
        "description": "G(K_4*(2045) --> K*(892) pi pi)/G(K_4*(2045) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M035R2"
    },
    {
        "description": "G(K_4*(2045) --> K*(892) pi pi pi)/G(K_4*(2045) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M035R5"
    },
    {
        "description": "G(K_4*(2045) --> rho K pi)/G(K_4*(2045) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit K}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M035R3"
    },
    {
        "description": "G(K_4*(2045) --> omega K pi)/G(K_4*(2045) --> K pi)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\mathit \\pi}})/\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})$",
        "pdgId": "M035R4"
    },
    {
        "description": "G(K_4*(2045) --> phi K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M035R6"
    },
    {
        "description": "G(K_4*(2045) --> phi K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M035R7"
    },
    {
        "description": "K_4^*(2045) --> K pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M035.1"
    },
    {
        "description": "K_4^*(2045) --> K^*(892) pi pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M035.2"
    },
    {
        "description": "K_4^*(2045) --> K^*(892) pi pi pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M035.5"
    },
    {
        "description": "K_4^*(2045) --> rho K pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M035.3"
    },
    {
        "description": "K_4^*(2045) --> omega K pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M035.4"
    },
    {
        "description": "K_4^*(2045) --> phi K pi",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M035.6"
    },
    {
        "description": "K_4^*(2045) --> phi K^*(892)",
        "description_tex": "${{\\mathit K}_{{{4}}}^{*}{(2045)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "M035.7"
    },
    {
        "description": "K_2(2250)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$",
        "pdgId": "M040"
    },
    {
        "description": "K_2(2250) MASS",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$ MASS",
        "pdgId": "M040M"
    },
    {
        "description": "K_2(2250) WIDTH",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$ WIDTH",
        "pdgId": "M040W"
    },
    {
        "description": "K_2(2250) --> K pi pi",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M040.1"
    },
    {
        "description": "K_2(2250) --> K f_2(1270)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M040.3"
    },
    {
        "description": "K_2(2250) --> K^*(892) f_0(980)",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M040.4"
    },
    {
        "description": "K_2(2250) --> p Lambdabar",
        "description_tex": "${{\\mathit K}_{{{2}}}{(2250)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M040.2"
    },
    {
        "description": "K_3(2320)",
        "description_tex": "${{\\mathit K}_{{{3}}}{(2320)}}$",
        "pdgId": "M090"
    },
    {
        "description": "K_3(2320) MASS",
        "description_tex": "${{\\mathit K}_{{{3}}}{(2320)}}$ MASS",
        "pdgId": "M090M"
    },
    {
        "description": "K_3(2320) WIDTH",
        "description_tex": "${{\\mathit K}_{{{3}}}{(2320)}}$ WIDTH",
        "pdgId": "M090W"
    },
    {
        "description": "K_3(2320) --> p Lambdabar",
        "description_tex": "${{\\mathit K}_{{{3}}}{(2320)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M090.1"
    },
    {
        "description": "K_5^*(2380)",
        "description_tex": "${{\\mathit K}_{{{5}}}^{*}{(2380)}}$",
        "pdgId": "M098"
    },
    {
        "description": "K_5*(2380) MASS",
        "description_tex": "${{\\mathit K}_{{{5}}}^{*}{(2380)}}$ MASS",
        "pdgId": "M098M"
    },
    {
        "description": "K_5*(2380) WIDTH",
        "description_tex": "${{\\mathit K}_{{{5}}}^{*}{(2380)}}$ WIDTH",
        "pdgId": "M098W"
    },
    {
        "description": "G(K_5*(2380) --> K pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit K}_{{{5}}}^{*}{(2380)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M098R1"
    },
    {
        "description": "K_5^*(2380) --> K pi",
        "description_tex": "${{\\mathit K}_{{{5}}}^{*}{(2380)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}$",
        "pdgId": "M098.1"
    },
    {
        "description": "K_4(2500)",
        "description_tex": "${{\\mathit K}_{{{4}}}{(2500)}}$",
        "pdgId": "M091"
    },
    {
        "description": "K_4(2500) MASS",
        "description_tex": "${{\\mathit K}_{{{4}}}{(2500)}}$ MASS",
        "pdgId": "M091M"
    },
    {
        "description": "K_4(2500) WIDTH",
        "description_tex": "${{\\mathit K}_{{{4}}}{(2500)}}$ WIDTH",
        "pdgId": "M091W"
    },
    {
        "description": "K_4(2500) --> p Lambdabar",
        "description_tex": "${{\\mathit K}_{{{4}}}{(2500)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M091.1"
    },
    {
        "description": "K(3100)",
        "description_tex": "${{\\mathit K}{(3100)}}$",
        "pdgId": "M129"
    },
    {
        "description": "K(3100) MASS",
        "description_tex": "${{\\mathit K}{(3100)}}$ MASS",
        "pdgId": "M129205"
    },
    {
        "description": "K(3100) MASS",
        "description_tex": "${{\\mathit K}{(3100)}}$ MASS",
        "pdgId": "M129M"
    },
    {
        "description": "3-BODY DECAYS",
        "description_tex": "3-BODY DECAYS",
        "pdgId": "M129M1"
    },
    {
        "description": "4-BODY DECAYS",
        "description_tex": "4-BODY DECAYS",
        "pdgId": "M129M2"
    },
    {
        "description": "5-BODY DECAYS",
        "description_tex": "5-BODY DECAYS",
        "pdgId": "M129M3"
    },
    {
        "description": "K(3100) WIDTH",
        "description_tex": "${{\\mathit K}{(3100)}}$ WIDTH",
        "pdgId": "M129210"
    },
    {
        "description": "3-BODY DECAYS",
        "description_tex": "3-BODY DECAYS",
        "pdgId": "M129W1"
    },
    {
        "description": "4-BODY DECAYS",
        "description_tex": "4-BODY DECAYS",
        "pdgId": "M129W2"
    },
    {
        "description": "5-BODY DECAYS",
        "description_tex": "5-BODY DECAYS",
        "pdgId": "M129W3"
    },
    {
        "description": "G(K(3100)0 --> Sigma(1385)+ pbar)/G(K(3100)0 --> Lambda pbar pi+)",
        "description_tex": "$\\Gamma({{\\mathit K}{(3100)}^{0}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit p}}})/\\Gamma({{\\mathit K}{(3100)}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "M129R1"
    },
    {
        "description": "K(3100)0 --> Lambda pbar pi+",
        "description_tex": "${{\\mathit K}{(3100)}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M129.1"
    },
    {
        "description": "K(3100)-- --> Lambda pbar pi-",
        "description_tex": "${{\\mathit K}{(3100)}^{--}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M129.2"
    },
    {
        "description": "K(3100)- --> Lambda pbar pi+ pi-",
        "description_tex": "${{\\mathit K}{(3100)}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M129.3"
    },
    {
        "description": "K(3100)+ --> Lambda pbar pi+ pi+",
        "description_tex": "${{\\mathit K}{(3100)}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M129.4"
    },
    {
        "description": "K(3100)0 --> Lambda pbar pi+ pi+ pi-",
        "description_tex": "${{\\mathit K}{(3100)}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M129.5"
    },
    {
        "description": "K(3100)0 --> Sigma(1385)+ pbar",
        "description_tex": "${{\\mathit K}{(3100)}^{0}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M129.6"
    },
    {
        "description": "D+-",
        "description_tex": "${{\\mathit D}^{\\pm}}$",
        "pdgId": "S031"
    },
    {
        "description": "D+- MASS",
        "description_tex": "${{\\mathit D}^{\\pm}}$ MASS",
        "pdgId": "S031M"
    },
    {
        "description": "D+- MEAN LIFE",
        "description_tex": "${{\\mathit D}^{\\pm}}$ MEAN LIFE",
        "pdgId": "S031T"
    },
    {
        "description": "c-quark decays",
        "description_tex": "${{\\mathit c}}$-quark decays",
        "pdgId": "S031305"
    },
    {
        "description": "Gamma(c --> e+ anything)/Gamma(c --> anything)",
        "description_tex": "$\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   {{\\mathit e}^{+}} anything)}/\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   anything)}$",
        "pdgId": "S031B93"
    },
    {
        "description": "Gamma(c --> mu+ anything)/Gamma(c --> anything)",
        "description_tex": "$\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   {{\\mathit \\mu}^{+}} anything)}/\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   anything)}$",
        "pdgId": "S031R6"
    },
    {
        "description": "Gamma(c --> lepton+ anything)/Gamma(c --> anything)",
        "description_tex": "$\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   {{\\mathit \\ell}^{+}} anything)}/\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   anything)}$",
        "pdgId": "S031B94"
    },
    {
        "description": "Gamma(c --> D*(2010)+ anything)/Gamma(c --> anything)",
        "description_tex": "$\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   {{\\mathit D}^{*}{(2010)}^{+}} anything)}/\\Gamma\\mathrm {({{\\mathit c}}   \\rightarrow   anything)}$",
        "pdgId": "S031C3"
    },
    {
        "description": "G(D+ --> e+  semileptonic)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$  semileptonic$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R5"
    },
    {
        "description": "G(D+ --> mu+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R02"
    },
    {
        "description": "G(D+ --> K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R1"
    },
    {
        "description": "G(D+ --> K0S anything )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R3"
    },
    {
        "description": "G(D+ --> K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R2"
    },
    {
        "description": "G(D+ --> K*(892)- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R41"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C20"
    },
    {
        "description": "G(D+ --> K*(892)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C21"
    },
    {
        "description": "G(D+ --> eta  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R43"
    },
    {
        "description": "G(D+ --> eta'  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R44"
    },
    {
        "description": "G(D+ --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B95"
    },
    {
        "description": "G(D+ --> pi+ pi+ pi- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P96"
    },
    {
        "description": "G(D+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R7"
    },
    {
        "description": "G(D+ --> gamma e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P07"
    },
    {
        "description": "G(D+ --> mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R8"
    },
    {
        "description": "G(D+ --> tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R40"
    },
    {
        "description": "G(D+ --> Kbar0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R93"
    },
    {
        "description": "G(D+ --> Kbar0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R94"
    },
    {
        "description": "G(D+ --> Kbar0 mu+ nu_mu)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S04"
    },
    {
        "description": "G(D+ --> K- pi+ e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R45"
    },
    {
        "description": "G(D+ --> K- pi+ e+ nu_e)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B02"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 e+ nu(e)  , Kbar*(892)0 --> K- pi+)/G(D+ --> K- pi+ e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031B03"
    },
    {
        "description": "G(D+ --> (K- pi+ ) _[0.8 - 1.0]GeV e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$)  $_{[0.8 - 1.0]{\\mathrm {GeV}}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P01"
    },
    {
        "description": "G(D+ --> (K- pi+)_S-wave e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   (${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P00"
    },
    {
        "description": "G(D+ --> (K- pi+)_S-wave e+ nu_e)/G(D+ --> K- pi+ e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   (${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031B04"
    },
    {
        "description": "G(D+ --> Kbar*(1410)0 e+ nu(e) , Kbar*(1410)0 --> K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  , ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B05"
    },
    {
        "description": "G(D+ --> Kbar_2*(1430)0 e+ nu(e) , Kbar_2*(1430)0 --> K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  , ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B06"
    },
    {
        "description": "G(D+ --> K- pi+ e+ nu(e) hboxbgroup nonresonantegroup)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ $~$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R59"
    },
    {
        "description": "G(D+ --> K0S pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q11"
    },
    {
        "description": "G(D+ --> (K0S pi0)_S-wave e+ nu_e)/G(D+ --> K0S pi0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031Q21"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 e+ nu(e)  ,  Kbar*0 --> K0S pi0)/G(D+ --> K0S pi0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031Q22"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C15"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 e+ nu_e)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R58"
    },
    {
        "description": "G(D+ --> K- pi+ mu+ nu_mu)/G(D+ --> Kbar0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031S02"
    },
    {
        "description": "G(D+ --> K- pi+ mu+ nu_mu hboxbgroup nonresonantegroup)/G(D+ --> K- pi+ mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ $~$ nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031B52"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C36"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 mu+ nu_mu)/G(D+ --> Kbar0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031S03"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 mu+ nu_mu)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B51"
    },
    {
        "description": "G(D+ --> K- pi+ pi0 mu+ nu_mu)/G(D+ --> K- pi+ mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031B53"
    },
    {
        "description": "G(D+ --> Kbar_1(1270)0 e+ nu(e)  ,  Kbar_10 --> K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P44"
    },
    {
        "description": "G(D+ --> Kbar_1(1270)0 e+ nu(e)  ,  Kbar_10 --> K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q23"
    },
    {
        "description": "G(D+ --> Kbar_0*(1430)0 mu+ nu_mu)/G(D+ --> K- pi+ mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031C18"
    },
    {
        "description": "G(D+ --> Kbar*(1680)0 mu+ nu_mu)/G(D+ --> K- pi+ mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031C19"
    },
    {
        "description": "G(D+ --> pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C16"
    },
    {
        "description": "G(D+ --> pi0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P18"
    },
    {
        "description": "G(D+ --> eta e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C34"
    },
    {
        "description": "G(D+ --> eta mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P47"
    },
    {
        "description": "G(D+ --> pi- pi+ e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P24"
    },
    {
        "description": "G(D+ --> f_0(500)0 e+ nu(e)  ,  f_0(500)0 --> pi+ pi-)/G(D+ --> pi- pi+ e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}{(500)}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031P27"
    },
    {
        "description": "G(D+ --> f_0(500)0 e+ nu(e)  ,  f_0(500)0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}{(500)}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q29"
    },
    {
        "description": "G(D+ --> rho0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R95"
    },
    {
        "description": "G(D+ --> rho0 e+ nu_e)/G(D+ --> pi- pi+ e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031P25"
    },
    {
        "description": "G(D+ --> rho0 e+ nu_e)/G(D+ --> Kbar*(892)0 e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031B77"
    },
    {
        "description": "G(D+ --> f_0(500)0 mu+ nu_mu  ,  f_00 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit f}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q12"
    },
    {
        "description": "G(D+ --> rho0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q13"
    },
    {
        "description": "G(D+ --> rho0 mu+ nu_mu)/G(D+ --> Kbar*(892)0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S031B50"
    },
    {
        "description": "G(D+ --> omega e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C14"
    },
    {
        "description": "G(D+ --> omega e+ nu_e)/G(D+ --> pi- pi+ e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S031P26"
    },
    {
        "description": "G(D+ --> omega mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P52"
    },
    {
        "description": "G(D+ --> eta'(958) e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C35"
    },
    {
        "description": "G(D+ --> a(980)0 e+ nu(e)  ,  a(980)0 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}{(980)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P09"
    },
    {
        "description": "G(D+ --> K0S K0S e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q07"
    },
    {
        "description": "G(D+ --> K0S eta e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q24"
    },
    {
        "description": "G(D+ --> eta eta e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q25"
    },
    {
        "description": "G(D+ --> K+ K- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q08"
    },
    {
        "description": "G(D+ --> b_1(1235)0 e+ nu(e)  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P60"
    },
    {
        "description": "G(D+ --> phi e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R96"
    },
    {
        "description": "G(D+ --> D0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P08"
    },
    {
        "description": "G(D+ --> K0S pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031S12"
    },
    {
        "description": "G(D+ --> K0S pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R27"
    },
    {
        "description": "G(D+ --> K0L pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R01"
    },
    {
        "description": "G(D+ --> K- 2pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R19"
    },
    {
        "description": "G(D+ --> ( K- pi+ )_S-wave pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R49"
    },
    {
        "description": "G(D+ --> Kbar_0*(700)0 pi+  ,  Kbar_0* --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C7"
    },
    {
        "description": "G(D+ --> Kbar_0*(1430)0 pi+ , Kbar_0*(1430)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B57"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 pi+ , Kbar*(892)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R88"
    },
    {
        "description": "G(D+ --> Kbar*(1410)0 pi+ , Kbar*0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B01"
    },
    {
        "description": "G(D+ --> Kbar_2*(1430)0 pi+ , Kbar_2*(1430)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C8"
    },
    {
        "description": "G(D+ --> Kbar*(1680)0 pi+ , Kbar*(1680)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B58"
    },
    {
        "description": "G(D+ --> K- (2pi+)_I=2)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$(2 ${{\\mathit \\pi}^{+}}$) $_{I=2})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C33"
    },
    {
        "description": "G(D+ --> K- 2pi+ hboxbgroup nonresonantegroup)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$ $~$ nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S36"
    },
    {
        "description": "G(D+ --> K0S pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R20"
    },
    {
        "description": "G(D+ --> K0S pi+ pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031P05"
    },
    {
        "description": "G(D+ --> K0S rho+)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S15"
    },
    {
        "description": "G(D+ --> K0S rho(1450)+  ,  rho+ --> pi+ pi0)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S27"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 pi+ , Kbar*(892)0 --> K0S pi0)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S16"
    },
    {
        "description": "G(D+ --> Kbar_0*(1430)0 pi+  ,  Kbar_0*0 --> K0S pi0)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S28"
    },
    {
        "description": "G(D+ --> Kbar_0*(1680)0 pi+  ,  Kbar_0*0 --> K0S pi0)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S29"
    },
    {
        "description": "G(D+ --> kappabar0 pi+  ,  kappabar0 --> K0S pi0)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\kappa}}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit \\kappa}}^{0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S30"
    },
    {
        "description": "G(D+ --> K0S pi+ pi0 hboxbgroup nonresonantegroup)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ $~$ nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S35"
    },
    {
        "description": "G(D+ --> K0S pi+ pi0  nonresonant and  kappabar0 pi+)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$  nonresonant and   ${{\\overline{\\mathit \\kappa}}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S31"
    },
    {
        "description": "G(D+ --> ( K0S pi0 )_S-wave pi+)/G(D+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031S32"
    },
    {
        "description": "G(D+ --> K0S pi+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P73"
    },
    {
        "description": "G(D+ --> K0S pi+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P53"
    },
    {
        "description": "G(D+ --> K0S a_0(980)+  ,  a_0+ --> pi+ eta)/G(D+ --> K0S pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S031Q26"
    },
    {
        "description": "G(D+ --> Kbar*_0(1430)0 pi+  ,  Kbar*_0 --> K0S eta)/G(D+ --> K0S pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}_{\\mathrm 0}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*}_{\\mathrm 0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S031Q27"
    },
    {
        "description": "G(D+ --> K0S pi+ eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P17"
    },
    {
        "description": "G(D+ --> K- 2pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R23"
    },
    {
        "description": "G(D+ --> K- 2pi+ pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031P04"
    },
    {
        "description": "G(D+ --> K0S 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R22"
    },
    {
        "description": "G(D+ --> K0S 2pi+ pi-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031P06"
    },
    {
        "description": "G(D+ --> K0S pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P74"
    },
    {
        "description": "G(D+ --> K0S a_1(1260)+  ,  a_1+ --> rho(770)+ pi0)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q01"
    },
    {
        "description": "G(D+ --> K0S a_1(1260)+  ,  a_1+ --> f_0(500) pi+  ,  f_0 --> pi0 pi0)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q02"
    },
    {
        "description": "G(D+ --> Kbar_1(1400)0 pi+  ,  Kbar_10 --> Kbar*(892)0 pi0  ,  Kbar*0 --> K0S pi0)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q03"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 rho+  ,  Kbar*0 --> K0S pi0)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q04"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 pi+ pi0 non-resonant  ,  Kbar*0 --> K0S pi0)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ non-resonant   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q05"
    },
    {
        "description": "G(D+ --> K0S rho+ pi0 non-resonant)/G(D+ --> K0S pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{0}}$ non-resonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q06"
    },
    {
        "description": "G(D+ --> K- 2pi+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P55"
    },
    {
        "description": "G(D+ --> K0S pi+ pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P56"
    },
    {
        "description": "G(D+ --> K- 3pi+ pi-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R83"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 2pi+ pi- , Kbar*(892)0 --> K- pi+)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031R84"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 rho0 pi+ , Kbar*(892)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B75"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 rho0 pi+ , Kbar*(892)0 --> K- pi+)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C12"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 a_1(1260)+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C13"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 2pi+ pi- no-rho , Kbar*(892)0 --> K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ no-${{\\mathit \\rho}}$ , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B73"
    },
    {
        "description": "G(D+ --> K- rho0 2pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B74"
    },
    {
        "description": "G(D+ --> K- rho0 2pi+)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C11"
    },
    {
        "description": "G(D+ --> K- 3pi+ pi- hboxbgroup nonresonantegroup)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$ nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B76"
    },
    {
        "description": "G(D+ --> K0S 2pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P75"
    },
    {
        "description": "G(D+ --> K0S pi+ 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P76"
    },
    {
        "description": "G(D+ --> K- 2pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P77"
    },
    {
        "description": "G(D+ --> K+ 2K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P02"
    },
    {
        "description": "G(D+ --> K+ 2K0S)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R92"
    },
    {
        "description": "G(D+ --> phi(1020)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P46"
    },
    {
        "description": "G(D+ --> K+ K- K0S pi+)/G(D+ --> K0S 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C4"
    },
    {
        "description": "G(D+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P16"
    },
    {
        "description": "G(D+ --> pi+ pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B56"
    },
    {
        "description": "G(D+ --> 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P79"
    },
    {
        "description": "G(D+ --> 2pi+ pi-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R30"
    },
    {
        "description": "G(D+ --> rho0 pi+)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B81"
    },
    {
        "description": "G(D+ --> pi+ ( pi+ pi- )_S-wave)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{\\mathit S-{\\mathrm {wave}}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031S17"
    },
    {
        "description": "G(D+ --> sigma pi+ , sigma --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$  , ${{\\mathit \\sigma}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B97"
    },
    {
        "description": "G(D+ --> f_0(980) pi+  ,  f_0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B98"
    },
    {
        "description": "G(D+ --> f_0(1370) pi+  ,  f_0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C1"
    },
    {
        "description": "G(D+ --> omega pi+  ,  omega --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031P97"
    },
    {
        "description": "G(D+ --> f_2(1270) pi+  ,  f_2 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B99"
    },
    {
        "description": "G(D+ --> rho(1450)0 pi+  ,  rho0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C2"
    },
    {
        "description": "G(D+ --> rho(1700)0 pi+  ,  rho0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031P98"
    },
    {
        "description": "G(D+ --> f_0(1500) pi+  ,  f_0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C25"
    },
    {
        "description": "G(D+ --> f_0(1710) pi+  ,  f_0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C26"
    },
    {
        "description": "G(D+ --> f_0(1790) pi+  ,  f_0 --> pi+ pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1790)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C27"
    },
    {
        "description": "G(D+ --> ( pi+ pi+ )_S-wave pi-)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C28"
    },
    {
        "description": "G(D+ --> 2pi+ pi- nonresonant)/G(D+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B82"
    },
    {
        "description": "G(D+ --> pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P80"
    },
    {
        "description": "G(D+ --> pi+ 2pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C23"
    },
    {
        "description": "G(D+ --> pi+ 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P82"
    },
    {
        "description": "G(D+ --> 2pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P81"
    },
    {
        "description": "G(D+ --> 2pi+ pi- pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R63"
    },
    {
        "description": "G(D+ --> pi+ 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P86"
    },
    {
        "description": "G(D+ --> 2pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P84"
    },
    {
        "description": "G(D+ --> 3pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P83"
    },
    {
        "description": "G(D+ --> 3pi+ 2pi-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R62"
    },
    {
        "description": "G(D+ --> 3pi+ 2pi-)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C9"
    },
    {
        "description": "G(D+ --> 2pi+ pi- 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P89"
    },
    {
        "description": "G(D+ --> 3pi+ 2pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P88"
    },
    {
        "description": "G(D+ --> eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R03"
    },
    {
        "description": "G(D+ --> eta pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R64"
    },
    {
        "description": "G(D+ --> eta pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R05"
    },
    {
        "description": "G(D+ --> rho(770)+ eta  ,  rho+ --> pi+ pi0)/G(D+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q14"
    },
    {
        "description": "G(D+ --> a_0(980)+ pi0  ,  a_0+ --> pi+ eta)/G(D+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q15"
    },
    {
        "description": "G(D+ --> a_0(980)0 pi+  ,  a_00 --> pi0 eta)/G(D+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q16"
    },
    {
        "description": "G(D+ --> a_2(1700)+ pi0  ,  a_2+ --> pi+ eta)/G(D+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q17"
    },
    {
        "description": "G(D+ --> a_0(1450)+ pi0  ,  a_0+ --> pi+ eta)/G(D+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q18"
    },
    {
        "description": "G(D+ --> eta 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P57"
    },
    {
        "description": "G(D+ --> eta pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P58"
    },
    {
        "description": "G(D+ --> eta pi+ 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P87"
    },
    {
        "description": "G(D+ --> eta 2pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P85"
    },
    {
        "description": "G(D+ --> eta eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P59"
    },
    {
        "description": "G(D+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C24"
    },
    {
        "description": "G(D+ --> omega pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P61"
    },
    {
        "description": "G(D+ --> eta'(958) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R04"
    },
    {
        "description": "G(D+ --> eta'(958) pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S10"
    },
    {
        "description": "G(D+ --> eta'(958) pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R06"
    },
    {
        "description": "G(D+ --> K0S K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R07"
    },
    {
        "description": "G(D+ --> K0S K+)/G(D+ --> K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R26"
    },
    {
        "description": "G(D+ --> K0S K+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B72"
    },
    {
        "description": "G(D+ --> K0L K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P29"
    },
    {
        "description": "G(D+ --> K0S K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P28"
    },
    {
        "description": "G(D+ --> K*(892)+ K0S  ,  K*+ --> K+ pi0)/G(D+ --> K0S K+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031P70"
    },
    {
        "description": "G(D+ --> Kbar*(892)0 K+  ,  Kbar*0 --> K0S pi0)/G(D+ --> K0S K+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031P71"
    },
    {
        "description": "G(D+ --> K*(892)+ K0S)/G(D+ --> K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B63"
    },
    {
        "description": "G(D+ --> K0L K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P30"
    },
    {
        "description": "G(D+ --> K+ K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C22"
    },
    {
        "description": "G(D+ --> K+ K- pi+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B67"
    },
    {
        "description": "G(D+ --> K+ Kbar*(892)0 , Kbar*(892)0 --> K- pi+)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  , ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R29"
    },
    {
        "description": "G(D+ --> K+ Kbar_0*(1430)0 , Kbar_0*(1430)0 --> K- pi+)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  , ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S09"
    },
    {
        "description": "G(D+ --> K+ Kbar_2*(1430)0  , Kbar_2* --> K- pi+)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$  , ${{\\overline{\\mathit K}}_{{{2}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C29"
    },
    {
        "description": "G(D+ --> K+ Kbar_0*(700)  ,  Kbar_0* --> K- pi+)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(700)}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C30"
    },
    {
        "description": "G(D+ --> a_0(1450)0 pi+  ,  a_00 --> K+ K-)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C31"
    },
    {
        "description": "G(D+ --> phi(1680) pi+  ,  phi --> K+ K-)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031C32"
    },
    {
        "description": "G(D+ --> phi pi+ , hboxbgroupphi --> K+ K-egroup)/G(D+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  , ${{\\mathit \\phi}}$  $\\rightarrow$ ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R28"
    },
    {
        "description": "G(D+ --> phi pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P45"
    },
    {
        "description": "G(D+ --> K+ K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P65"
    },
    {
        "description": "G(D+ --> K+ K- pi+ pi0)/G(D+ --> K- 2pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031P99"
    },
    {
        "description": "G(D+ --> K0S K0S pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P03"
    },
    {
        "description": "G(D+ --> K0S K*(892)+  ,  K*+ --> K0S pi+)/G(D+ --> K0S K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{+}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031Q09"
    },
    {
        "description": "G(D+ --> K0S (K0S pi+)_S-wave --> K0S K0S pi+)/G(D+ --> K0S K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ ( ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$) $_{S-wave}$ $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031Q28"
    },
    {
        "description": "G(D+ --> K0S K0S pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P69"
    },
    {
        "description": "G(D+ --> K0S K+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P54"
    },
    {
        "description": "G(D+ --> K+ K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P68"
    },
    {
        "description": "G(D+ --> K+ K0S pi+ pi-)/G(D+ --> K0S 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C6"
    },
    {
        "description": "G(D+ --> K0S K+ pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P66"
    },
    {
        "description": "G(D+ --> K0S K- 2pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P67"
    },
    {
        "description": "G(D+ --> K0S K- 2pi+)/G(D+ --> K0S 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C5"
    },
    {
        "description": "G(D+ --> K+ K- 2pi+ pi-)/G(D+ --> K- 3pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031C10"
    },
    {
        "description": "G(D+ --> phi pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B4"
    },
    {
        "description": "G(D+ --> phi rho+)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R91"
    },
    {
        "description": "G(D+ --> K+ K- pi+ pi0 non-phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ non-${{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B5"
    },
    {
        "description": "G(D+ --> rho(770)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q19"
    },
    {
        "description": "G(D+ --> K*(892)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031Q20"
    },
    {
        "description": "G(D+ --> K+ K- pi+ pi0 non-phi)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ non-${{\\mathit \\phi}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R67"
    },
    {
        "description": "G(D+ --> K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031S01"
    },
    {
        "description": "G(D+ --> K+ pi0)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S13"
    },
    {
        "description": "G(D+ --> K+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P14"
    },
    {
        "description": "G(D+ --> K+ eta)/G(D+ --> eta pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S25"
    },
    {
        "description": "G(D+ --> K+ eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P15"
    },
    {
        "description": "G(D+ --> K+ eta'(958))/G(D+ --> eta'(958) pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S031S26"
    },
    {
        "description": "G(D+ --> K+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P90"
    },
    {
        "description": "G(D+ --> K*(892)+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P92"
    },
    {
        "description": "G(D+ --> K+ pi+ pi-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031R33"
    },
    {
        "description": "G(D+ --> K+ rho0)/G(D+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B78"
    },
    {
        "description": "G(D+ --> K+ eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P91"
    },
    {
        "description": "G(D+ --> K*(892)+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P93"
    },
    {
        "description": "G(D+ --> K*(892)0 pi+  , K*(892)0 --> K+ pi-)/G(D+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\mathit K}^{*}{(892)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B79"
    },
    {
        "description": "G(D+ --> K+ f_0(980)  , f_0(980) --> pi+ pi-)/G(D+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  , ${{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$ ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031S05"
    },
    {
        "description": "G(D+ --> K_2*(1430)0 pi+  , K_2*(1430)0 --> K+ pi-)/G(D+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  , ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$  $\\rightarrow$ ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ $)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031S06"
    },
    {
        "description": "G(D+ --> K+ pi+ pi- nonresonant)/G(D+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S031B80"
    },
    {
        "description": "G(D+ --> K+ pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P62"
    },
    {
        "description": "G(D+ --> K+ pi+ pi- pi0)/G(D+ --> K- 2pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S031Q00"
    },
    {
        "description": "G(D+ --> K+ pi+ pi- pi0 nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P72"
    },
    {
        "description": "G(D+ --> K+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P64"
    },
    {
        "description": "G(D+ --> 2K+ K-)/G(D+ --> K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S031B47"
    },
    {
        "description": "G(D+ --> K+ phi(1020)  ,  phi --> K+ K-)/G(D+ --> 2K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}{(1020)}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S031P19"
    },
    {
        "description": "G(D+ --> K+ ( K+ K- ) _S-wave)/G(D+ --> 2K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$(  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S031P20"
    },
    {
        "description": "G(D+ --> pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R53"
    },
    {
        "description": "G(D+ --> pi+ pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P10"
    },
    {
        "description": "G(D+ --> pi+ phi  , phi --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  , ${{\\mathit \\phi}}$  $\\rightarrow$ ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S031C17"
    },
    {
        "description": "G(D+ --> pi+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R54"
    },
    {
        "description": "G(D+ --> pi+ phi  ,  phi --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R08"
    },
    {
        "description": "G(D+ --> rho+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B64"
    },
    {
        "description": "G(D+ --> K+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R73"
    },
    {
        "description": "G(D+ --> K+ pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P11"
    },
    {
        "description": "G(D+ --> KS pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P12"
    },
    {
        "description": "G(D+ --> K0S K+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P13"
    },
    {
        "description": "G(D+ --> K+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R74"
    },
    {
        "description": "G(D+ --> pi+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R71"
    },
    {
        "description": "G(D+ --> pi+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R72"
    },
    {
        "description": "G(D+ --> K+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R75"
    },
    {
        "description": "G(D+ --> K+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R76"
    },
    {
        "description": "G(D+ --> pi- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R77"
    },
    {
        "description": "G(D+ --> pi- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R78"
    },
    {
        "description": "G(D+ --> pi- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R79"
    },
    {
        "description": "G(D+ --> rho- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B65"
    },
    {
        "description": "G(D+ --> K- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R80"
    },
    {
        "description": "G(D+ --> K0S pi- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P22"
    },
    {
        "description": "G(D+ --> K- pi0 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P23"
    },
    {
        "description": "G(D+ --> K- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R81"
    },
    {
        "description": "G(D+ --> K- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031R82"
    },
    {
        "description": "G(D+ --> K*(892)- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031B66"
    },
    {
        "description": "G(D+ --> Lambda e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P48"
    },
    {
        "description": "G(D+ --> Lambdabar e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P49"
    },
    {
        "description": "G(D+ --> Sigma0 e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P50"
    },
    {
        "description": "G(D+ --> Sigmabar0 e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P51"
    },
    {
        "description": "G(D+ --> nbar e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P94"
    },
    {
        "description": "G(D+ --> n e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S031P95"
    },
    {
        "description": "D+- CP-VIOLATING DECAY-RATE ASYMMETRIES",
        "description_tex": "${{\\mathit D}^{\\pm}}$ $\\mathit CP$-VIOLATING DECAY-RATE ASYMMETRIES",
        "pdgId": "S031230"
    },
    {
        "description": "A(CP)(mu+- nu) in D+ --> mu+ nu_mu, D- --> mu- nubar_mu",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\mu}^{\\pm}}{{\\mathit \\nu}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S031A05"
    },
    {
        "description": "A(CP)(K0L e+- nu) in D+ --> K0L e+ nu_e, D- --> K0L e- nubar_e",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_L^0}$  ${{\\mathit e}^{\\pm}}{{\\mathit \\nu}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S031A16"
    },
    {
        "description": "A(CP)(K0S pi+-) in D+- --> K0S pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A5"
    },
    {
        "description": "A(CP)(K0L K+-) in D+- --> K0L K+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_L^0}$  ${{\\mathit K}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{\\pm}}$",
        "pdgId": "S031A00"
    },
    {
        "description": "A(CP)(K-+ 2pi+-) in D+ --> K- 2pi+, D- --> K+ 2pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\mp}}$2 ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S031A01"
    },
    {
        "description": "A(CP)(K-+ pi+- pi+- pi0) in D+ --> K- pi+ pi+ pi0, D- --> K+ pi- pi- pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A02"
    },
    {
        "description": "A(CP)(K0S pi+- pi0) in D+ --> K0S pi+ pi0, D- --> K0S pi- pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A03"
    },
    {
        "description": "A(CP)(K0S pi+- eta) in D+- --> K0S pi+- eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S031A19"
    },
    {
        "description": "A(CP)(K0S pi+- pi+ pi-) in D+ --> K0S pi+ pi+ pi-, D- --> K0S pi- pi- pi+",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031A04"
    },
    {
        "description": "A(CP)(K+- pi+ pi- pi0) in D+- --> K+- pi+ pi- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A21"
    },
    {
        "description": "A(CP)(pi+- pi0) in D+- --> pi+- pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A11"
    },
    {
        "description": "A(CP)(pi+- eta) in D+- --> pi+- eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S031A12"
    },
    {
        "description": "A(CP)(pi+- pi0 eta) in D+- --> pi+- pi0 eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S031A22"
    },
    {
        "description": "A(CP)(pi+- eta eta) in D+- --> pi+- eta eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "S031A23"
    },
    {
        "description": "A(CP)(pi+- eta'(958)) in D+- --> pi+- eta'(958)",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}^{\\,'}{(958)}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S031A13"
    },
    {
        "description": "A(CP)(Kbar0 / K0 K+-) in D+ --> Kbar0 K+, D- --> K0 K-",
        "description_tex": "$\\mathit A_{CP}({{\\overline{\\mathit K}}^{0}}$  ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S031A15"
    },
    {
        "description": "A(CP)(K0S K+-) in D+- --> K0S K+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}$",
        "pdgId": "S031A6"
    },
    {
        "description": "A(CP)(K0S K+- pi0) in D+- --> K0S K+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A18"
    },
    {
        "description": "A(CP)(K0L K+- pi0) in D+- --> K0L K+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_L^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A17"
    },
    {
        "description": "A(CP)(K+ K- pi+-) in D+- --> K+ K- pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A1"
    },
    {
        "description": "A(CP)(K+- K*0) in D+ --> K+ Kbar*0,  D- --> K- K*0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit K}^{*0}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*0}}$,  ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{*0}}$",
        "pdgId": "S031A2"
    },
    {
        "description": "A(CP|S)(K+ Kbar*0) in D+- --> K- K+ pi+-",
        "description_tex": "${{\\mathit A}}_{CP|S}({{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A32"
    },
    {
        "description": "A(CP)(phi pi+-) in D+- --> phi pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\phi}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A3"
    },
    {
        "description": "A(CP|S)(phi pi+) in D+- --> K- K+ pi+-",
        "description_tex": "${{\\mathit A}}_{CP|S}({{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A31"
    },
    {
        "description": "A(CP)(K+- K_0*(1430)0) in D+ --> K+ Kbar_0*(1430)0, D- --> K- K_0*(1430)0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S031A06"
    },
    {
        "description": "A(CP)(K+- K_2*(1430)0) in D+ --> K+ Kbar_2*(1430)0, D- --> K- K_2*(1430)0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S031A07"
    },
    {
        "description": "A(CP)(K+- K_0*(700)) in D+ --> K+ Kbar_0*(700), D- --> K- K_0*(700)",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_{{{0}}}^{*}{(700)}}$) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(700)}}$, ${{\\mathit D}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_{{{0}}}^{*}{(700)}}$",
        "pdgId": "S031A08"
    },
    {
        "description": "A(CP)(a_0(1450)0 pi+-) in D+- --> a_0(1450)0 pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit a}_{{{0}}}{(1450)}^{0}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{0}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A09"
    },
    {
        "description": "A(CP)(phi(1680) pi+-) in D+- --> phi(1680) pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\phi}{(1680)}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A10"
    },
    {
        "description": "A(CP)(pi+- 2pi0) in D+- --> pi+- 2pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A25"
    },
    {
        "description": "A(CP)(pi+ pi- pi+-) in D+- --> pi+ pi- pi+-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031A4"
    },
    {
        "description": "A(CP)(2pi+- pi-+ pi0) in D+- --> 2pi+- pi-+ pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}$(2 ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A26"
    },
    {
        "description": "A(CP)(2pi+- pi-+ 2pi0) in D+- --> 2pi+- pi-+ 2pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}$(2 ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$2 ${{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A27"
    },
    {
        "description": "A(CP)(pi+ pi- pi+- eta) in D+- --> pi+ pi- pi+- eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S031A20"
    },
    {
        "description": "A(CP)(K0S K+- pi+ pi-) in D+- --> K0S K+- pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031CPK"
    },
    {
        "description": "A(CP)(K+- pi0) in D+- --> K+- pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031A14"
    },
    {
        "description": "A(CP)(K+- eta) in D+- --> K+- eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S031A24"
    },
    {
        "description": "D+- chi^2 TESTS OF CP-VIOLATION (CPV)",
        "description_tex": "${{\\mathit D}^{\\pm}}{{\\mathit \\chi}^{2}}$ TESTS OF $\\mathit CP$-VIOLATION ($\\mathit CPV$)",
        "pdgId": "S031241"
    },
    {
        "description": "Local CPV in D+- --> pi+ pi- pi+-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031L01"
    },
    {
        "description": "Local CPV in D+- --> K+ K- pi+-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031L02"
    },
    {
        "description": "Local CPV in D+- --> K+ K- K+-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "S031A28"
    },
    {
        "description": "CP VIOLATING ASYMMETRIES OF P-ODD (T-ODD) MOMENTS",
        "description_tex": "$\\mathit CP$ VIOLATING ASYMMETRIES OF $\\mathit P$-ODD ($\\mathit T$-ODD) MOMENTS",
        "pdgId": "S031242"
    },
    {
        "description": "A(Tviol)(K0S K+- pi+ pi-) in D+- --> K0S K+- pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit Tviol}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031TV0"
    },
    {
        "description": "A(Tviol)(K+ K- K0S pi+-) in D+- --> K+ K- K0S pi+-",
        "description_tex": "$\\mathit A_{Tviol}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S031TV1"
    },
    {
        "description": "SEMILEPTONIC FORM FACTORS",
        "description_tex": "SEMILEPTONIC FORM FACTORS",
        "pdgId": "S031250"
    },
    {
        "description": "f(+)(0)|V(cs)| in D+ --> Kbar0 lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}(0)\\vert \\mathit V_{cs}\\vert $ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FK0"
    },
    {
        "description": "r(1)==a(1)/a(0) in D+ --> Kbar0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{1}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FK1"
    },
    {
        "description": "r(2)==a(2)/a(0) in D+ --> Kbar0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit a_{2}/\\mathit a_{0}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FK2"
    },
    {
        "description": "f(+)(0)|V(cd)| in D+ --> pi0 lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}(0)\\vert \\mathit V_{cd}\\vert $ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FP0"
    },
    {
        "description": "r(1)==a(1)/a(0) in D+ --> pi0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{1}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FP1"
    },
    {
        "description": "r(2)==a(2)/a(0) in D+ --> pi0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit a_{2}/\\mathit a_{0}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FP2"
    },
    {
        "description": "f(+)(0)|V(cd)| in D+ --> eta lepton+ nu_lepton (lepton = e or nu)",
        "description_tex": "$\\mathit f_{+}(0)\\vert \\mathit V_{cd}\\vert $ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ (${{\\mathit \\ell}}$ = ${{\\mathit e}}$ or ${{\\mathit \\nu}}$)",
        "pdgId": "S031FE0"
    },
    {
        "description": "r(1)==a(1)/a(0) in D+ --> eta e+ nu_e",
        "description_tex": "$\\mathit r_{1}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031FE1"
    },
    {
        "description": "r(v)==V(0)/A(1)(0) in D+ --> omega e+ nu_e",
        "description_tex": "$\\mathit r_{\\mathit v}{}\\equiv\\mathit V(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031FO1"
    },
    {
        "description": "r(2)==A(2)(0)/A(1)(0) in D+ --> omega e+ nu_e",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit A_{2}(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031FO2"
    },
    {
        "description": "r(v)==V(0)/A(1)(0) in D+,D0 --> rho e+ nu_e",
        "description_tex": "$\\mathit r_{\\mathit v}{}\\equiv\\mathit V(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}},{{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031RVD"
    },
    {
        "description": "r(2)==A(2)(0)/A(1)(0) in D+,D0 --> rho e+ nu_e",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit A_{2}(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}},{{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031R2D"
    },
    {
        "description": "r(v)==V(0)/A(1)(0) in D+ --> Kbar*(892)0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{\\mathit v}{}\\equiv\\mathit V(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FRV"
    },
    {
        "description": "r(2)==A(2)(0)/A(1)(0) in D+ --> Kbar*(892)0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit A_{2}(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FR2"
    },
    {
        "description": "r(3)==A(3)(0)/A(1)(0) in D+ --> Kbar*(892)0 lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{3}{}\\equiv\\mathit A_{3}(0)/\\mathit A_{1}$(0) in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031FR3"
    },
    {
        "description": "Gamma(L)/Gamma(T) in D+ --> Kbar*(892)0 lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma _{\\mathit T}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031GLT"
    },
    {
        "description": "Gamma(+)/Gamma(-) in D+ --> Kbar*(892)0 lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{+}/\\Gamma _{&minus;}$ in ${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S031GPM"
    },
    {
        "description": "Amplitude analyses",
        "description_tex": "Amplitude analyses",
        "pdgId": "S031265"
    },
    {
        "description": "D --> K pi pi pi partial wave analyses",
        "description_tex": "${{\\mathit D}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ partial wave analyses",
        "pdgId": "S031PWA"
    },
    {
        "description": "D+ --> 2 pi+ pi- partial wave analyses",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ partial wave analyses",
        "pdgId": "S031A29"
    },
    {
        "description": "D+ --> pi+ pi0 eta partial wave analyses",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$ partial wave analyses",
        "pdgId": "S031A30"
    },
    {
        "description": "D+ --> e+  semileptonic",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$  semileptonic",
        "pdgId": "S031.7"
    },
    {
        "description": "D+ --> mu+ anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything",
        "pdgId": "S031.22"
    },
    {
        "description": "D+ --> K- anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S031.8"
    },
    {
        "description": "D+ --> K0S anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything",
        "pdgId": "S031.9"
    },
    {
        "description": "D+ --> K+ anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S031.10"
    },
    {
        "description": "D+ --> K^*(892)- anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$ anything",
        "pdgId": "S031.248"
    },
    {
        "description": "D+ --> Kbar^*(892)0 anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything",
        "pdgId": "S031.244"
    },
    {
        "description": "D+ --> K^*(892)0 anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ anything",
        "pdgId": "S031.245"
    },
    {
        "description": "D+ --> eta  anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$   anything",
        "pdgId": "S031.21"
    },
    {
        "description": "D+ --> eta^'()  anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$   anything",
        "pdgId": "S031.250"
    },
    {
        "description": "D+ --> phi  anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything",
        "pdgId": "S031.219"
    },
    {
        "description": "D+ --> pi+ pi+ pi- anything",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ anything",
        "pdgId": "S031.363"
    },
    {
        "description": "D+ --> e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.6"
    },
    {
        "description": "D+ --> gamma e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.281"
    },
    {
        "description": "D+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.20"
    },
    {
        "description": "D+ --> tau+ nu_tau",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S031.247"
    },
    {
        "description": "D+ --> Kbar0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.71"
    },
    {
        "description": "D+ --> Kbar0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.49"
    },
    {
        "description": "D+ --> K0S pi0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.377"
    },
    {
        "description": "D+ --> (K0S pi0)(S-wave) e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.385"
    },
    {
        "description": "D+ --> Kbar^*(892)0 e+ nu_e , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.386"
    },
    {
        "description": "D+ --> K- pi+ e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.34"
    },
    {
        "description": "D+ --> Kbar^*(892)0 e+ nu_e , Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.81"
    },
    {
        "description": "D+ --> (K- pi+ ) ([0.8 -- 1.0]GeV) e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$)  $_{[0.8 - 1.0]{\\mathrm {GeV}}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.279"
    },
    {
        "description": "D+ --> (K- pi+)(S-wave) e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   (${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.270"
    },
    {
        "description": "D+ --> Kbar^*(1410)0 e+ nu_e, Kbar^*(1410)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,  ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.271"
    },
    {
        "description": "D+ --> Kbar_2^*(1430)0 e+ nu_e, Kbar_2^*(1430)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,  ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.272"
    },
    {
        "description": "D+ --> K- pi+ e+ nu_e nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ $~$ nonresonant",
        "pdgId": "S031.45"
    },
    {
        "description": "D+ --> Kbar^*(892)0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.44"
    },
    {
        "description": "D+ --> K- pi+ mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.184"
    },
    {
        "description": "D+ --> Kbar^*(892)0 mu+ nu_mu , Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.185"
    },
    {
        "description": "D+ --> K- pi+ mu+ nu_mu nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ $~$ nonresonant",
        "pdgId": "S031.186"
    },
    {
        "description": "D+ --> Kbar^*(892)0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.179"
    },
    {
        "description": "D+ --> K- pi+ pi0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.187"
    },
    {
        "description": "D+ --> Kbar_1(1270)0 e+ nu_e , Kbar_1()0 --> K- pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.314"
    },
    {
        "description": "D+ --> Kbar_1(1270)0 e+ nu_e , Kbar_1()0 --> K0S pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.387"
    },
    {
        "description": "D+ --> Kbar_0^*(1430)0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.242"
    },
    {
        "description": "D+ --> Kbar^*(1680)0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.243"
    },
    {
        "description": "D+ --> pi0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.239"
    },
    {
        "description": "D+ --> pi0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.289"
    },
    {
        "description": "D+ --> eta e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.265"
    },
    {
        "description": "D+ --> eta mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.317"
    },
    {
        "description": "D+ --> pi- pi+ e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.295"
    },
    {
        "description": "D+ --> f_0(500)0 e+ nu_e , f_0(500)0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}{(500)}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.296"
    },
    {
        "description": "D+ --> rho0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.154"
    },
    {
        "description": "D+ --> pi- pi+ mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.378"
    },
    {
        "description": "D+ --> f_0(500)0 mu+ nu_mu , f_0()0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit f}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.379"
    },
    {
        "description": "D+ --> rho0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.188"
    },
    {
        "description": "D+ --> omega e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.240"
    },
    {
        "description": "D+ --> omega mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S031.322"
    },
    {
        "description": "D+ --> eta^'(958) e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.266"
    },
    {
        "description": "D+ --> a(980)0 e+ nu_e , a(980)0 --> eta pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}{(980)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.283"
    },
    {
        "description": "D+ --> K0S K0S e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.373"
    },
    {
        "description": "D+ --> K0S eta e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.388"
    },
    {
        "description": "D+ --> eta eta e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.389"
    },
    {
        "description": "D+ --> K+ K- e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.372"
    },
    {
        "description": "D+ --> b_1(1235)0 e+ nu_e , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.330"
    },
    {
        "description": "D+ --> phi e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.124"
    },
    {
        "description": "D+ --> D0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S031.282"
    },
    {
        "description": "D+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.2"
    },
    {
        "description": "D+ --> K0L pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.256"
    },
    {
        "description": "D+ --> K- 2pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.1"
    },
    {
        "description": "D+ --> ( K- pi+ )(S-wave) pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.251"
    },
    {
        "description": "D+ --> Kbar_0^*(700)0 pi+ , Kbar_0^* --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.230"
    },
    {
        "description": "D+ --> Kbar_0^*(1430)0 pi+, Kbar_0^*(1430)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.191"
    },
    {
        "description": "D+ --> Kbar^*(892)0 pi+, Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.83"
    },
    {
        "description": "D+ --> Kbar^*(1410)0 pi+, Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}^{*0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.147"
    },
    {
        "description": "D+ --> Kbar_2^*(1430)0 pi+, Kbar_2^*(1430)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.232"
    },
    {
        "description": "D+ --> Kbar^*(1680)0 pi+, Kbar^*(1680)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.192"
    },
    {
        "description": "D+ --> K- (2pi+)(I=2)",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$(2 ${{\\mathit \\pi}^{+}}$) $_{I=2}$",
        "pdgId": "S031.263"
    },
    {
        "description": "D+ --> K- 2pi+ nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$ $~$ nonresonant",
        "pdgId": "S031.28"
    },
    {
        "description": "D+ --> K0S pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.12"
    },
    {
        "description": "D+ --> K0S rho+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{+}}$",
        "pdgId": "S031.18"
    },
    {
        "description": "D+ --> K0S rho(1450)+ , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.273"
    },
    {
        "description": "D+ --> Kbar^*(892)0 pi+, Kbar^*(892)0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.82"
    },
    {
        "description": "D+ --> Kbar_0^*(1430)0 pi+ , Kbar_0^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.274"
    },
    {
        "description": "D+ --> Kbar_0^*(1680)0 pi+ , Kbar_0^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.275"
    },
    {
        "description": "D+ --> kappabar()0 pi+ , kappabar()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\kappa}}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit \\kappa}}^{0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.276"
    },
    {
        "description": "D+ --> K0S pi+ pi0 nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ $~$ nonresonant",
        "pdgId": "S031.27"
    },
    {
        "description": "D+ --> K0S pi+ pi0  nonresonant and  kappabar()0 pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$  nonresonant and   ${{\\overline{\\mathit \\kappa}}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.277"
    },
    {
        "description": "D+ --> ( K0S pi0 )(S-wave) pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.278"
    },
    {
        "description": "D+ --> K0S pi+ omega",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S031.341"
    },
    {
        "description": "D+ --> K0S pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.323"
    },
    {
        "description": "D+ --> K0S a_0(980)+ , a_0()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.390"
    },
    {
        "description": "D+ --> Kbar^*_0(1430)0 pi+ , Kbar^*_0() --> K0S eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}_{\\mathrm 0}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*}_{\\mathrm 0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S031.391"
    },
    {
        "description": "D+ --> K0S pi+ eta^'(958)",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S031.288"
    },
    {
        "description": "D+ --> K- 2pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.17"
    },
    {
        "description": "D+ --> K0S 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.13"
    },
    {
        "description": "D+ --> K0S pi+ 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.342"
    },
    {
        "description": "D+ --> K0S a_1(1260)+ , a_1()+ --> rho(770)+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.366"
    },
    {
        "description": "D+ --> K0S a_1(1260)+ , a_1()+ --> f_0(500) pi+ , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.367"
    },
    {
        "description": "D+ --> Kbar_1(1400)0 pi+ , Kbar_1()0 --> Kbar^*(892)0 pi0 , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.368"
    },
    {
        "description": "D+ --> Kbar^*(892)0 rho+ , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.369"
    },
    {
        "description": "D+ --> Kbar^*(892)0 pi+ pi0 non-resonant , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ non-resonant   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.370"
    },
    {
        "description": "D+ --> K0S rho+ pi0 non-resonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{0}}$ non-resonant",
        "pdgId": "S031.371"
    },
    {
        "description": "D+ --> K- 2pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.325"
    },
    {
        "description": "D+ --> K0S pi+ pi0 eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S031.326"
    },
    {
        "description": "D+ --> K- 3pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.14"
    },
    {
        "description": "D+ --> Kbar^*(892)0 2pi+ pi-, Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.57"
    },
    {
        "description": "D+ --> Kbar^*(892)0 rho0 pi+, Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.58"
    },
    {
        "description": "D+ --> Kbar^*(892)0 a_1(1260)+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S031.233"
    },
    {
        "description": "D+ --> Kbar^*(892)0 2pi+ pi- no-rho, Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ no-${{\\mathit \\rho}}$ ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.209"
    },
    {
        "description": "D+ --> K- rho0 2pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$2 ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.206"
    },
    {
        "description": "D+ --> K- 3pi+ pi- nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$ nonresonant",
        "pdgId": "S031.207"
    },
    {
        "description": "D+ --> K0S 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.343"
    },
    {
        "description": "D+ --> K0S pi+ 3pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.344"
    },
    {
        "description": "D+ --> K- 2pi+ 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.345"
    },
    {
        "description": "D+ --> K+ 2K0S",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}_S^0}$",
        "pdgId": "S031.59"
    },
    {
        "description": "D+ --> K+ K- K0S pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.227"
    },
    {
        "description": "D+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.15"
    },
    {
        "description": "D+ --> 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.3"
    },
    {
        "description": "D+ --> rho0 pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.47"
    },
    {
        "description": "D+ --> pi+ ( pi+ pi- )(S-wave)",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{\\mathit S-{\\mathrm {wave}}}$",
        "pdgId": "S031.237"
    },
    {
        "description": "D+ --> sigma pi+, sigma --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$  ,  ${{\\mathit \\sigma}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.221"
    },
    {
        "description": "D+ --> f_0(980) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.222"
    },
    {
        "description": "D+ --> f_0(1370) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.224"
    },
    {
        "description": "D+ --> omega pi+ , omega --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.364"
    },
    {
        "description": "D+ --> f_2(1270) pi+ , f_2 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.228"
    },
    {
        "description": "D+ --> rho(1450)0 pi+ , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.225"
    },
    {
        "description": "D+ --> rho(1700)0 pi+ , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.365"
    },
    {
        "description": "D+ --> f_0(1500) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.252"
    },
    {
        "description": "D+ --> f_0(1710) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.253"
    },
    {
        "description": "D+ --> f_0(1790) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1790)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.254"
    },
    {
        "description": "D+ --> ( pi+ pi+ )(S-wave) pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$) $_{\\mathit S-{\\mathrm {wave}}}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.255"
    },
    {
        "description": "D+ --> 2pi+ pi-nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$nonresonant",
        "pdgId": "S031.46"
    },
    {
        "description": "D+ --> pi+ 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.246"
    },
    {
        "description": "D+ --> 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.50"
    },
    {
        "description": "D+ --> pi+ 3pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.349"
    },
    {
        "description": "D+ --> pi+ 4pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.352"
    },
    {
        "description": "D+ --> 2pi+ pi- 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.350"
    },
    {
        "description": "D+ --> 3pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.48"
    },
    {
        "description": "D+ --> 2pi+ pi- 3pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.355"
    },
    {
        "description": "D+ --> 3pi+ 2pi- pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.354"
    },
    {
        "description": "D+ --> eta pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.51"
    },
    {
        "description": "D+ --> eta pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.257"
    },
    {
        "description": "D+ --> rho(770)+ eta , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.380"
    },
    {
        "description": "D+ --> a_0(980)+ pi0 , a_0()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.381"
    },
    {
        "description": "D+ --> a_0(980)0 pi+ , a_0()0 --> pi0 eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S031.382"
    },
    {
        "description": "D+ --> a_2(1700)+ pi0 , a_2()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.383"
    },
    {
        "description": "D+ --> a_0(1450)+ pi0 , a_0()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.384"
    },
    {
        "description": "D+ --> eta 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.327"
    },
    {
        "description": "D+ --> eta pi+ 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.328"
    },
    {
        "description": "D+ --> eta pi+ 3pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.353"
    },
    {
        "description": "D+ --> eta 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.351"
    },
    {
        "description": "D+ --> eta eta pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.329"
    },
    {
        "description": "D+ --> omega pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.52"
    },
    {
        "description": "D+ --> omega pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.331"
    },
    {
        "description": "D+ --> eta^'(958) pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.90"
    },
    {
        "description": "D+ --> eta^'(958) pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.258"
    },
    {
        "description": "D+ --> K0S K+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S031.16"
    },
    {
        "description": "D+ --> K0L K+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S031.299"
    },
    {
        "description": "D+ --> K0S K+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.298"
    },
    {
        "description": "D+ --> K^*(892)+ K0S , K^*()+ --> K+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.338"
    },
    {
        "description": "D+ --> Kbar^*(892)0 K+ , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.339"
    },
    {
        "description": "D+ --> K^*(892)+ K0S",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S031.197"
    },
    {
        "description": "D+ --> K0L K+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.300"
    },
    {
        "description": "D+ --> K+ K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.4"
    },
    {
        "description": "D+ --> K+ Kbar^*(892)0, Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.86"
    },
    {
        "description": "D+ --> K+ Kbar_0^*(1430)0, Kbar_0^*(1430)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  ,  ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.238"
    },
    {
        "description": "D+ --> K+ Kbar_2^*(1430)0 ,Kbar_2^* --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ , ${{\\overline{\\mathit K}}_{{{2}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.259"
    },
    {
        "description": "D+ --> K+ Kbar_0^*(700) , Kbar_0^* --> K- pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(700)}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.260"
    },
    {
        "description": "D+ --> a_0(1450)0 pi+ , a_0()0 --> K+ K-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S031.261"
    },
    {
        "description": "D+ --> phi(1680) pi+ , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S031.262"
    },
    {
        "description": "D+ --> phi pi+, phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,  ${{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S031.89"
    },
    {
        "description": "D+ --> phi pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.315"
    },
    {
        "description": "D+ --> K+ K- pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.335"
    },
    {
        "description": "D+ --> K0S K0S pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.280"
    },
    {
        "description": "D+ --> K0S K^*(892)+ , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{+}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.376"
    },
    {
        "description": "D+ --> K0S (K0S pi+)(S-wave) --> K0S K0S pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ ( ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$) $_{S-wave}$ $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.392"
    },
    {
        "description": "D+ --> K0S K0S pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.337"
    },
    {
        "description": "D+ --> K0S K+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.324"
    },
    {
        "description": "D+ --> K+ K0S pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.134"
    },
    {
        "description": "D+ --> K0S K+ pi0 pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.336"
    },
    {
        "description": "D+ --> K0S K- 2pi+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S031.130"
    },
    {
        "description": "D+ --> K+ K- 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.88"
    },
    {
        "description": "D+ --> phi pi+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.53"
    },
    {
        "description": "D+ --> phi rho+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S031.93"
    },
    {
        "description": "D+ --> K+ K- pi+ pi0 non-phi",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ non-${{\\mathit \\phi}}$",
        "pdgId": "S031.54"
    },
    {
        "description": "D+ --> rho(770)+ gamma",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S031.374"
    },
    {
        "description": "D+ --> K^*(892)+ gamma",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S031.375"
    },
    {
        "description": "D+ --> K+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.234"
    },
    {
        "description": "D+ --> K+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.268"
    },
    {
        "description": "D+ --> K+ eta^'(958)",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S031.269"
    },
    {
        "description": "D+ --> K+ 2pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.357"
    },
    {
        "description": "D+ --> K^*(892)+ pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.359"
    },
    {
        "description": "D+ --> K+ pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.5"
    },
    {
        "description": "D+ --> K+ rho0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S031.204"
    },
    {
        "description": "D+ --> K+ eta pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.358"
    },
    {
        "description": "D+ --> K^*(892)+ eta",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S031.360"
    },
    {
        "description": "D+ --> K^*(892)0 pi+ , K^*(892)0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\mathit K}^{*}{(892)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.205"
    },
    {
        "description": "D+ --> K+ f_0(980) , f_0(980) --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,  ${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.235"
    },
    {
        "description": "D+ --> K_2^*(1430)0 pi+ , K_2^*(1430)0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,  ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S031.236"
    },
    {
        "description": "D+ --> K+ pi+ pi- nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S031.211"
    },
    {
        "description": "D+ --> K+ pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S031.332"
    },
    {
        "description": "D+ --> K+ pi+ pi- pi0 nonresonant",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ nonresonant",
        "pdgId": "S031.340"
    },
    {
        "description": "D+ --> K+ omega",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S031.334"
    },
    {
        "description": "D+ --> 2K+ K-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S031.181"
    },
    {
        "description": "D+ --> phi(1020)0 K+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S031.316"
    },
    {
        "description": "D+ --> K+ phi(1020) , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}{(1020)}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S031.290"
    },
    {
        "description": "D+ --> K+ ( K+ K- ) (S-wave)",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$(  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S031.291"
    },
    {
        "description": "D+ --> pi+ e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.41"
    },
    {
        "description": "D+ --> pi+ pi0 e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.284"
    },
    {
        "description": "D+ --> pi+ phi , phi --> e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,  ${{\\mathit \\phi}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.241"
    },
    {
        "description": "D+ --> pi+ mu+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.42"
    },
    {
        "description": "D+ --> pi+ phi , phi --> mu+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.264"
    },
    {
        "description": "D+ --> rho+ mu+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.198"
    },
    {
        "description": "D+ --> K+ e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.113"
    },
    {
        "description": "D+ --> K+ pi0 e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.285"
    },
    {
        "description": "D+ --> KS pi+ e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.286"
    },
    {
        "description": "D+ --> K0S K+ e+ e-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S031.287"
    },
    {
        "description": "D+ --> K+ mu+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.114"
    },
    {
        "description": "D+ --> pi+ e+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.110"
    },
    {
        "description": "D+ --> pi+ e- mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.111"
    },
    {
        "description": "D+ --> K+ e+ mu-",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S031.115"
    },
    {
        "description": "D+ --> K+ e- mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.116"
    },
    {
        "description": "D+ --> pi- 2e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S031.117"
    },
    {
        "description": "D+ --> pi- 2mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.118"
    },
    {
        "description": "D+ --> pi- e+ mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.119"
    },
    {
        "description": "D+ --> rho- 2mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.199"
    },
    {
        "description": "D+ --> K- 2e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S031.120"
    },
    {
        "description": "D+ --> K0S pi- 2e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S031.293"
    },
    {
        "description": "D+ --> K- pi0 2e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S031.294"
    },
    {
        "description": "D+ --> K- 2mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.121"
    },
    {
        "description": "D+ --> K- e+ mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.122"
    },
    {
        "description": "D+ --> K^*(892)- 2mu+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S031.200"
    },
    {
        "description": "D+ --> Lambda e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.318"
    },
    {
        "description": "D+ --> Lambdabar e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.319"
    },
    {
        "description": "D+ --> Sigma0 e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.320"
    },
    {
        "description": "D+ --> Sigmabar0 e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.321"
    },
    {
        "description": "D+ --> nbar e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.362"
    },
    {
        "description": "D+ --> n e+",
        "description_tex": "${{\\mathit D}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{+}}$",
        "pdgId": "S031.361"
    },
    {
        "description": "D0",
        "description_tex": "${{\\mathit D}^{0}}$",
        "pdgId": "S032"
    },
    {
        "description": "D0 MASS",
        "description_tex": "${{\\mathit D}^{0}}$ MASS",
        "pdgId": "S032M"
    },
    {
        "description": "mass(D+-)-mass(D0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}^{0}}}$",
        "pdgId": "S032DM"
    },
    {
        "description": "D0 MEAN LIFE",
        "description_tex": "${{\\mathit D}^{0}}$ MEAN LIFE",
        "pdgId": "S032T"
    },
    {
        "description": "ABS(mass(D_10)-mass(D_20)) = x Gamma",
        "description_tex": "$\\vert{}{\\mathit m}_{{{\\mathit D}_{{{1}}}^{0}}}-{\\mathit m}_{{{\\mathit D}_{{{2}}}^{0}}}\\vert{}$ = $x$ $\\Gamma $",
        "pdgId": "S032D"
    },
    {
        "description": "(Gamma(D_10) - Gamma(D_20))/Gamma = 2y",
        "description_tex": "($\\Gamma _{{{\\mathit D}_{{{1}}}^{0}}}$ $-$ $\\Gamma _{{{\\mathit D}_{{{2}}}^{0}}})/\\Gamma $ = 2$\\mathit y$",
        "pdgId": "S032DT"
    },
    {
        "description": "|q/p|",
        "description_tex": "$\\vert $q/p$\\vert $",
        "pdgId": "S032QP"
    },
    {
        "description": "A(Gamma)",
        "description_tex": "A$_{\\Gamma }$",
        "pdgId": "S032AG"
    },
    {
        "description": "phi**KS pi pi",
        "description_tex": "$\\phi {}^{{{\\mathit K}_S^0}  {{\\mathit \\pi}} {{\\mathit \\pi}}}$",
        "pdgId": "S032D03"
    },
    {
        "description": "cos( delta )",
        "description_tex": "cos $ \\delta  $",
        "pdgId": "S032DKP"
    },
    {
        "description": "D0 --> K- pi+ pi0 COHERENCE FACTOR R(K pi pi0)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ COHERENCE FACTOR $\\mathit R_{{{\\mathit K}} {{\\mathit \\pi}} {{\\mathit \\pi}^{0}}}$",
        "pdgId": "S032CF1"
    },
    {
        "description": "D0 --> K- pi+ pi0 AVERAGE RELATIVE STRONG PHASE delta**K pi pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ AVERAGE RELATIVE STRONG PHASE $\\delta {}^{{{\\mathit K}} {{\\mathit \\pi}} {{\\mathit \\pi}^{0}}}$",
        "pdgId": "S032SP1"
    },
    {
        "description": "D0 --> K- pi- 2pi+ COHERENCE FACTOR R(K 3pi)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}$ COHERENCE FACTOR $\\mathit R_{{{\\mathit K}}3 {{\\mathit \\pi}}}$",
        "pdgId": "S032CF2"
    },
    {
        "description": "D0 --> K- pi- 2pi+ AVERAGE RELATIVE STRONG PHASE delta**K 3pi",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}$ AVERAGE RELATIVE STRONG PHASE $\\delta {}^{{{\\mathit K}}3 {{\\mathit \\pi}}}$",
        "pdgId": "S032SP2"
    },
    {
        "description": "D0 --> K- pi- 2pi+, R(K 3pi) (y cos(delta**K 3pi) - x sin(delta**K 3pi))",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{+}}$, $\\mathit R_{{{\\mathit K}}3 {{\\mathit \\pi}}}$ (y cos $\\delta {}^{{{\\mathit K}}3 {{\\mathit \\pi}}}$ $&minus;$ x sin$\\delta {}^{{{\\mathit K}}3 {{\\mathit \\pi}}}$)",
        "pdgId": "S032A82"
    },
    {
        "description": "D0 --> K0S K+ pi- COHERENCE FACTOR R(K0S K pi)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ COHERENCE FACTOR R$_{{{\\mathit K}_S^0}  {{\\mathit K}} {{\\mathit \\pi}}}$",
        "pdgId": "S032CF3"
    },
    {
        "description": "D0 --> K0S K+ pi- AVERAGE RELATIVE STRONG PHASE delta**K0S K pi",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ AVERAGE RELATIVE STRONG PHASE $\\delta {}^{{{\\mathit K}_S^0}  {{\\mathit K}} {{\\mathit \\pi}}}$",
        "pdgId": "S032SP3"
    },
    {
        "description": "D0 --> K* K COHERENCE FACTOR R(K* K)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$ COHERENCE FACTOR R$_{{{\\mathit K}^{*}} {{\\mathit K}}}$",
        "pdgId": "S032CF4"
    },
    {
        "description": "D0 --> K* K AVERAGE RELATIVE STRONG PHASE delta**K* K",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$ AVERAGE RELATIVE STRONG PHASE $\\delta {}^{{{\\mathit K}^{*}} {{\\mathit K}}}$",
        "pdgId": "S032SP4"
    },
    {
        "description": "G(D0 --> 0-prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   0-prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S37"
    },
    {
        "description": "G(D0 --> 4-prongs)/G(D0 --> 2-prongs)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   4-prongs$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   2-prongs$)$",
        "pdgId": "S032S35"
    },
    {
        "description": "G(D0 --> 4-prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   4-prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S34"
    },
    {
        "description": "G(D0 --> 6-prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   6-prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S36"
    },
    {
        "description": "G(D0 --> e+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R5"
    },
    {
        "description": "G(D0 --> mu+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S60"
    },
    {
        "description": "G(D0 --> K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R1"
    },
    {
        "description": "G(D0 --> K0S anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R3"
    },
    {
        "description": "G(D0 --> K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R2"
    },
    {
        "description": "G(D0 --> K*(892)- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R4"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C27"
    },
    {
        "description": "G(D0 --> K*(892)+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R52"
    },
    {
        "description": "G(D0 --> K*(892)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C28"
    },
    {
        "description": "G(D0 --> eta  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R6"
    },
    {
        "description": "G(D0 --> eta'  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R01"
    },
    {
        "description": "G(D0 --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S65"
    },
    {
        "description": "G(D0 --> pi+ pi+ pi- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D56"
    },
    {
        "description": "G(D0 --> invisibles)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   invisibles$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P24"
    },
    {
        "description": "G(D0 --> K- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R57"
    },
    {
        "description": "G(D0 --> K- e+ nu_e)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R66"
    },
    {
        "description": "G(D0 --> K- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R30"
    },
    {
        "description": "G(D0 --> K- mu+ nu_mu)/G(D0 --> mu+ anything)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything$)$",
        "pdgId": "S032B17"
    },
    {
        "description": "G(D0 --> K- mu+ nu_mu)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B29"
    },
    {
        "description": "G(D0 --> K*(892)- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C38"
    },
    {
        "description": "G(D0 --> K*(892)- e+ nu_e)/G(D0 --> Kbar0 pi- e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S032Q81"
    },
    {
        "description": "G(D0 --> K*(892)- e+ nu_e)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B81"
    },
    {
        "description": "G(D0 --> K*(892)- mu+ nu_mu)/G(D0 --> K- pi0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S032D72"
    },
    {
        "description": "G(D0 --> K*(892)- mu+ nu_mu)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q01"
    },
    {
        "description": "G(D0 --> K- pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B27"
    },
    {
        "description": "G(D0 --> Kbar0 pi- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B28"
    },
    {
        "description": "G(D0 --> Kbar_1(1270)- e+ nu(e)  ,  Kbar_1- --> K0S pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D70"
    },
    {
        "description": "G(D0 --> (Kbar0 pi- ) _S-wave e+ nu_e)/G(D0 --> Kbar0 pi- e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S032Q82"
    },
    {
        "description": "G(D0 --> K- pi0 mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D73"
    },
    {
        "description": "G(D0 --> (K- pi0 ) _S-wave mu+ nu_mu)/G(D0 --> K- pi0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S032D71"
    },
    {
        "description": "G(D0 --> K- eta e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D75"
    },
    {
        "description": "G(D0 --> K- pi+ pi- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R06"
    },
    {
        "description": "G(D0 --> K_1(1270)- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R07"
    },
    {
        "description": "G(D0 --> K- pi+ pi- mu+ nu_mu)/G(D0 --> K- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S032B74"
    },
    {
        "description": "G(D0 --> (Kbar*(892) pi)^- mu+ nu_mu)/G(D0 --> K- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   (${{\\overline{\\mathit K}}^{*}{(892)}}{{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S032B75"
    },
    {
        "description": "G(D0 --> pi- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R60"
    },
    {
        "description": "G(D0 --> pi- e+ nu_e)/G(D0 --> K- e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S032S25"
    },
    {
        "description": "G(D0 --> pi- e+ nu_e)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C06"
    },
    {
        "description": "G(D0 --> pi- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R45"
    },
    {
        "description": "G(D0 --> pi- mu+ nu_mu)/G(D0 --> K- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S032S96"
    },
    {
        "description": "G(D0 --> pi- pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q80"
    },
    {
        "description": "G(D0 --> rho- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C39"
    },
    {
        "description": "G(D0 --> rho- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D22"
    },
    {
        "description": "G(D0 --> a(980)- e+ nu(e)  ,  a- --> eta pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}{(980)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P95"
    },
    {
        "description": "G(D0 --> K0S K- e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D59"
    },
    {
        "description": "G(D0 --> b_1(1235)- e+ nu(e)  ,  b_1- --> omega pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q99"
    },
    {
        "description": "G(D0 --> K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R12"
    },
    {
        "description": "G(D0 --> K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S06"
    },
    {
        "description": "G(D0 --> K0S pi0)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032S18"
    },
    {
        "description": "G(D0 --> K0S pi0)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B14"
    },
    {
        "description": "G(D0 --> K0L pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S07"
    },
    {
        "description": "G(D0 --> K0L eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D33"
    },
    {
        "description": "G(D0 --> K0L eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D35"
    },
    {
        "description": "G(D0 --> K0L omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D34"
    },
    {
        "description": "G(D0 --> K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R21"
    },
    {
        "description": "G(D0 --> K0S pi+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R28"
    },
    {
        "description": "G(D0 --> K0S rho0)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B59"
    },
    {
        "description": "G(D0 --> K0S omega  ,  omega --> pi+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S95"
    },
    {
        "description": "G(D0 --> K0S (pi+ pi-)_S-wave)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C74"
    },
    {
        "description": "G(D0 --> K0S f_0(980)  ,  f_0 --> pi+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B76"
    },
    {
        "description": "G(D0 --> K0S f_0(1370)  ,  f_0 --> pi+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B78"
    },
    {
        "description": "G(D0 --> K0S f_2(1270)  ,  f_2 --> pi+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B77"
    },
    {
        "description": "G(D0 --> K*(892)- pi+  ,  K*- --> K0S pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B58"
    },
    {
        "description": "G(D0 --> K_0*(1430)- pi+  ,  K_0*- --> K0S pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B79"
    },
    {
        "description": "G(D0 --> K_2*(1430)- pi+  ,  K_2*- --> K0S pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B80"
    },
    {
        "description": "G(D0 --> K*(1680)- pi+  ,  K*- --> K0S pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C26"
    },
    {
        "description": "G(D0 --> K*(892)+ pi-  ,  K*+ --> K0S pi+)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S94"
    },
    {
        "description": "G(D0 --> K_0*(1430)+ pi-  ,  K_0*+ --> K0S pi+)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C72"
    },
    {
        "description": "G(D0 --> K_2*(1430)+ pi-  ,  K_2*+ --> K0S pi+)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{2}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C73"
    },
    {
        "description": "G(D0 --> K0S pi+ pi- hboxbgroup nonresonantegroup)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B57"
    },
    {
        "description": "G(D0 --> K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R19"
    },
    {
        "description": "G(D0 --> K- pi+ pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R47"
    },
    {
        "description": "G(D0 --> K- rho+)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R48"
    },
    {
        "description": "G(D0 --> K- rho(1700)+  ,  rho+ --> pi+ pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}{(1700)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C1"
    },
    {
        "description": "G(D0 --> K*(892)- pi+  ,  K*(892)- --> K- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S16"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 pi0  ,  Kbar*(892)0 --> K- pi+)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S17"
    },
    {
        "description": "G(D0 --> K_0*(1430)- pi+  ,  K_0*- --> K- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C2"
    },
    {
        "description": "G(D0 --> Kbar_0*(1430)0 pi0  ,  Kbar_0*0 --> K- pi+)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C3"
    },
    {
        "description": "G(D0 --> K*(1680)- pi+  ,  K*- --> K- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C4"
    },
    {
        "description": "G(D0 --> K- pi+ pi0 hboxbgroup nonresonantegroup)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ $~$nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R51"
    },
    {
        "description": "G(D0 --> K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C01"
    },
    {
        "description": "G(D0 --> K0L pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D53"
    },
    {
        "description": "G(D0 --> K0S (2pi0)_S-wave)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ (2 ${{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032Q10"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 pi0  ,  Kbar*0 --> K0S pi0)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032D69"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 pi0  ,  Kbar*0 --> K0S pi0)/G(D0 --> K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032B68"
    },
    {
        "description": "G(D0 --> Kbar*(1430)0 pi0  ,  Kbar*0 --> K0S pi0)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032Q11"
    },
    {
        "description": "G(D0 --> Kbar*(1680)0 pi0  ,  Kbar*0 --> K0S pi0)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032Q12"
    },
    {
        "description": "G(D0 --> K0S f_2(1270)  ,  f_2 --> 2pi0)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032Q13"
    },
    {
        "description": "G(D0 --> 2K0S  , one K0S --> 2pi0)/G(D0 --> K0S 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$   , one  ${{\\mathit K}_S^0}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032Q14"
    },
    {
        "description": "G(D0 --> K0S 2pi0 nonresonant)/G(D0 --> K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032B70"
    },
    {
        "description": "G(D0 --> K0S 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D27"
    },
    {
        "description": "G(D0 --> K- 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R24"
    },
    {
        "description": "G(D0 --> K- 2pi+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R29"
    },
    {
        "description": "G(D0 --> K- pi+ rho0 total)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$ total$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B18"
    },
    {
        "description": "G(D0 --> K- pi+ rho0  3-body)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$  3-body$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R32"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 rho0  ,  Kbar*0 --> K- pi+)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R36"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 rho0 transverse  ,  Kbar*0 --> K- pi+)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$ transverse   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B35"
    },
    {
        "description": "G(D0 --> K- a_1(1260)+  ,  a_1+ --> rho0 pi+)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B38"
    },
    {
        "description": "G(D0 --> K_1(1270)- pi+  ,  K_1- --> K- pi+ pi-  total)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  total$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P69"
    },
    {
        "description": "G(D0 --> K_1(1270)- pi+  ,  K_1- --> Kbar*(892)0 pi-  ,  Kbar*0 --> K- pi+)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B40"
    },
    {
        "description": "G(D0 --> K- 2pi+ pi- nonresonant)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B43"
    },
    {
        "description": "G(D0 --> K0S pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S23"
    },
    {
        "description": "G(D0 --> K0S pi+ pi- pi0)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B16"
    },
    {
        "description": "G(D0 --> K- pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R25"
    },
    {
        "description": "G(D0 --> K- pi+ 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D28"
    },
    {
        "description": "G(D0 --> K0S pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D29"
    },
    {
        "description": "G(D0 --> K- 2pi+ pi- pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B85"
    },
    {
        "description": "G(D0 --> K- 2pi+ pi- pi0)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R95"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 pi+ pi- pi0  ,  Kbar*0 --> K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D36"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 omega  ,  Kbar*0 --> K- pi+  ,  omega --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D38"
    },
    {
        "description": "G(D0 --> K- pi+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D26"
    },
    {
        "description": "G(D0 --> K- pi+ omega)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\omega}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B87"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 omega)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\omega}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B86"
    },
    {
        "description": "G(D0 --> K0S pi0 omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D24"
    },
    {
        "description": "G(D0 --> K0S eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q88"
    },
    {
        "description": "G(D0 --> K0S eta pi0)/G(D0 --> K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S03"
    },
    {
        "description": "G(D0 --> K0S a_0(980)  ,  a_0 --> eta pi0)/G(D0 --> K0S eta pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}}$  ,   ${{\\mathit a}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S04"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 eta  ,  Kbar*0 --> K0S pi0)/G(D0 --> K0S eta pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S05"
    },
    {
        "description": "G(D0 --> K- pi+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q89"
    },
    {
        "description": "G(D0 --> K- pi+ eta)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032Q97"
    },
    {
        "description": "G(D0 --> K*(892)0 eta  ,  K*0 --> K- pi+)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D13"
    },
    {
        "description": "G(D0 --> a_0(980)+ K-  ,  a_0+ --> eta pi+)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D14"
    },
    {
        "description": "G(D0 --> K_2*(1980)- pi+  ,  K_2*- --> K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q96"
    },
    {
        "description": "G(D0 --> K- pi+ pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q92"
    },
    {
        "description": "G(D0 --> K0S pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q93"
    },
    {
        "description": "G(D0 --> K0S 2pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q94"
    },
    {
        "description": "G(D0 --> K0S 2pi+ 2pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R94"
    },
    {
        "description": "G(D0 --> K0S rho0 pi+ pi- , no K*(892)-)/G(D0 --> K0S 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  , no  ${{\\mathit K}^{*}{(892)}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S89"
    },
    {
        "description": "G(D0 --> K*(892)- 2pi+ pi-  ,  K*(892)- --> K0S pi-  , no  rho0)/G(D0 --> K0S 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$  , no   ${{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S90"
    },
    {
        "description": "G(D0 --> K*(892)- rho0 pi+  ,  K*(892)- --> K0S pi-)/G(D0 --> K0S 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S91"
    },
    {
        "description": "G(D0 --> K0S 2pi+ 2pi- nonresonant)/G(D0 --> K0S 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S92"
    },
    {
        "description": "G(D0 --> K- 3pi+ 2pi-)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S1"
    },
    {
        "description": "G(D0 --> K0S eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C03"
    },
    {
        "description": "G(D0 --> K0S eta)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032S79"
    },
    {
        "description": "G(D0 --> K0S eta)/G(D0 --> K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032B65"
    },
    {
        "description": "G(D0 --> K0S eta)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B66"
    },
    {
        "description": "G(D0 --> K0S omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C02"
    },
    {
        "description": "G(D0 --> K0S omega)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R67"
    },
    {
        "description": "G(D0 --> K0S omega)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B15"
    },
    {
        "description": "G(D0 --> K0S omega)/G(D0 --> K0S pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032B49"
    },
    {
        "description": "G(D0 --> K0S eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P98"
    },
    {
        "description": "G(D0 --> K0S eta'(958))/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B01"
    },
    {
        "description": "G(D0 --> K0S eta'(958))/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B67"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 pi+ pi- pi0)/G(D0 --> K- 2pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R96"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q98"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 eta)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R69"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 eta)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032B71"
    },
    {
        "description": "G(D0 --> K- pi+ eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q29"
    },
    {
        "description": "G(D0 --> K- pi+ eta'(958))/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B72"
    },
    {
        "description": "G(D0 --> K0S eta'(958) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q31"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 eta'(958))/G(D0 --> K- pi+ eta'(958))",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})$",
        "pdgId": "S032B73"
    },
    {
        "description": "G(D0 --> K0S K+ K-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R35"
    },
    {
        "description": "G(D0 --> K0S a_0(980)0  ,  a_00 --> K+ K-)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C40"
    },
    {
        "description": "G(D0 --> K- a_0(980)+  ,  a_0+ --> K+ K0S)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit a}_{{{0}}}{(980)}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C41"
    },
    {
        "description": "G(D0 --> K+ a_0(980)-  ,  a_0- --> K- K0S)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{0}}}{(980)}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C42"
    },
    {
        "description": "G(D0 --> K0S f_0(980)  ,  f_0 --> K+ K-)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C43"
    },
    {
        "description": "G(D0 --> K0S phi  ,  phi --> K+ K-)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C44"
    },
    {
        "description": "G(D0 --> K0L phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D32"
    },
    {
        "description": "G(D0 --> K0S f_0(1370)  ,  f_0 --> K+ K-)/G(D0 --> K0S K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C45"
    },
    {
        "description": "G(D0 --> 3K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P23"
    },
    {
        "description": "G(D0 --> 3K0S)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B26"
    },
    {
        "description": "G(D0 --> K+ 2K- pi+)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B98"
    },
    {
        "description": "G(D0 --> K+ K- Kbar*(892)0  ,  Kbar*0 --> K- pi+)/G(D0 --> K+ 2K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032S86"
    },
    {
        "description": "G(D0 --> K- pi+ phi  ,  phi --> K+ K-)/G(D0 --> K+ 2K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C23"
    },
    {
        "description": "G(D0 --> phi Kbar*(892)0  ,  phi --> K+ K-  ,  Kbar*0 --> K- pi+)/G(D0 --> K+ 2K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032S85"
    },
    {
        "description": "G(D0 --> K+ 2K- pi+ nonresonant)/G(D0 --> K+ 2K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032S87"
    },
    {
        "description": "G(D0 --> 2K0S K+- pi-+)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S97"
    },
    {
        "description": "G(D0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P99"
    },
    {
        "description": "G(D0 --> pi+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R26"
    },
    {
        "description": "G(D0 --> pi+ pi-)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B02"
    },
    {
        "description": "G(D0 --> 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q15"
    },
    {
        "description": "G(D0 --> 2pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B83"
    },
    {
        "description": "G(D0 --> 2pi0)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B03"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C29"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C52"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D39"
    },
    {
        "description": "G(D0 --> rho+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C46"
    },
    {
        "description": "G(D0 --> rho0 pi0)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C47"
    },
    {
        "description": "G(D0 --> rho- pi+)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C48"
    },
    {
        "description": "G(D0 --> rho(1450)+ pi-  ,  rho+ --> pi+ pi0)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S02"
    },
    {
        "description": "G(D0 --> rho(1450)0 pi0  ,  rho0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S10"
    },
    {
        "description": "G(D0 --> rho(1450)- pi+  ,  rho- --> pi- pi0)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S29"
    },
    {
        "description": "G(D0 --> rho(1700)+ pi-  ,  rho+ --> pi+ pi0)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S30"
    },
    {
        "description": "G(D0 --> rho(1700)0 pi0  ,  rho0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S32"
    },
    {
        "description": "G(D0 --> rho(1700)- pi+  ,  rho- --> pi- pi0)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S66"
    },
    {
        "description": "G(D0 --> f_0(980) pi0  ,  f_0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C50"
    },
    {
        "description": "G(D0 --> f_0(500) pi0  ,  f_0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C49"
    },
    {
        "description": "G(D0 --> f_0(1370) pi0  ,  f_0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S67"
    },
    {
        "description": "G(D0 --> f_0(1500) pi0  ,  f_0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S68"
    },
    {
        "description": "G(D0 --> f_0(1710) pi0  ,  f_0 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S69"
    },
    {
        "description": "G(D0 --> f_2(1270) pi0  ,  f_2 --> pi+ pi-)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S70"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0  nonresonant)/G(D0 --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S75"
    },
    {
        "description": "G(D0 --> 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C32"
    },
    {
        "description": "G(D0 --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D41"
    },
    {
        "description": "G(D0 --> 2pi+ 2pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C30"
    },
    {
        "description": "G(D0 --> 2pi+ 2pi-)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R37"
    },
    {
        "description": "G(D0 --> a_1(1260)+ pi-  ,  a_1+ --> 2pi+ pi- total)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ total$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C53"
    },
    {
        "description": "G(D0 --> a_1(1260)+ pi-  ,  a_1+ --> rho0 pi+ S-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit S}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C54"
    },
    {
        "description": "G(D0 --> a_1(1260)+ pi-  ,  a_1+ --> rho0 pi+ D-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit D}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C55"
    },
    {
        "description": "G(D0 --> a_1(1260)+ pi-  ,  a_1+ --> sigma pi+)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C56"
    },
    {
        "description": "G(D0 --> a_1(1260)- pi+  ,  a_1- --> rho0 pi- S-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{-}}{\\mathit S}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P36"
    },
    {
        "description": "G(D0 --> a_1(1260)- pi+  ,  a_1- --> sigma pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P38"
    },
    {
        "description": "G(D0--> pi(1300)+ pi-  ,  pi(1300)+ --> sigma pi+)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma($  ${{\\mathit \\pi}{(1300)}^{+}}$  ${{\\mathit \\pi}^{-}}$    ,    ${{\\mathit \\pi}{(1300)}^{+}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P39"
    },
    {
        "description": "G(D0 --> pi(1300)- pi+  ,  pi(1300)- --> sigma pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\pi}{(1300)}^{-}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P41"
    },
    {
        "description": "G(D0 --> a_1(1640)+ pi-  ,  a_1+ --> rho0 pi+ D-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1640)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit D}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P42"
    },
    {
        "description": "G(D0 --> a_1(1640)+ pi-  ,  a_1+ --> sigma pi+)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1640)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P46"
    },
    {
        "description": "G(D0 --> pi_2(1670)+ pi-  ,  pi_2+ --> f_2(1270)0 pi+  ,  f_20 --> pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\pi}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P47"
    },
    {
        "description": "G(D0 --> pi_2(1670)+ pi-  ,  pi_2+ --> sigma pi+)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\pi}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P48"
    },
    {
        "description": "G(D0 --> 2rho0  total)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}^{0}}$  total$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C57"
    },
    {
        "description": "G(D0 --> 2rho0 , parallel helicities)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}^{0}}$  , parallel helicities$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C58"
    },
    {
        "description": "G(D0 --> 2rho0 , perpendicular helicities)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}^{0}}$  , perpendicular helicities$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C59"
    },
    {
        "description": "G(D0 --> 2rho0 , longitudinal helicities)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}^{0}}$  , longitudinal helicities$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C60"
    },
    {
        "description": "G(D0 --> 2rho(770)0  ,  S-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit S}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P51"
    },
    {
        "description": "G(D0 --> 2rho(770)0  ,  P-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit P}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P52"
    },
    {
        "description": "G(D0 --> 2rho(770)0  ,  D-wave)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit D}{\\mathrm -wave})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P53"
    },
    {
        "description": "G(D0 --> Resonant (pi+ pi-) pi+ pi-  3-body total)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   Resonant (${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$   3-body total$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C61"
    },
    {
        "description": "G(D0 --> sigma pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C62"
    },
    {
        "description": "G(D0 --> sigma rho(770)0)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\rho}{(770)}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P49"
    },
    {
        "description": "G(D0 --> f_0(1370) sigma  ,  f_0 --> pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\sigma}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P50"
    },
    {
        "description": "G(D0 --> f_0(980) pi+ pi-  ,  f_0 --> pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C63"
    },
    {
        "description": "G(D0 --> f_2(1270) pi+ pi-  ,  f_2 --> pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032C64"
    },
    {
        "description": "G(D0 --> 2f_2(1270)  ,  f_2 --> pi+ pi-)/G(D0 --> 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P55"
    },
    {
        "description": "G(D0 --> pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D43"
    },
    {
        "description": "G(D0 --> pi+ pi- 2pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C33"
    },
    {
        "description": "G(D0 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C65"
    },
    {
        "description": "G(D0 --> eta pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C34"
    },
    {
        "description": "G(D0 --> eta pi0)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B04"
    },
    {
        "description": "G(D0 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C35"
    },
    {
        "description": "G(D0 --> 2pi+ 2pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D44"
    },
    {
        "description": "G(D0 --> 2pi+ 2pi- pi0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C31"
    },
    {
        "description": "G(D0 --> pi+ pi- 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D46"
    },
    {
        "description": "G(D0 --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D47"
    },
    {
        "description": "G(D0 --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C36"
    },
    {
        "description": "G(D0 --> rho(770)0 eta  ,  rho0 --> pi+ pi-)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D62"
    },
    {
        "description": "G(D0 --> a_0(980)- pi+  ,  a_0- --> pi- eta)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D63"
    },
    {
        "description": "G(D0 --> a_0(980)+ pi-  ,  a_0+ --> pi+ eta)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D64"
    },
    {
        "description": "G(D0 --> a_2(1320)+ pi-  ,  a_2+ --> pi+ eta)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D65"
    },
    {
        "description": "G(D0 --> a_2(1700)+ pi-  ,  a_2+ --> pi+ eta)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D66"
    },
    {
        "description": "G(D0 --> (pi+ pi-)_S-wave eta)/G(D0 --> eta pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032D67"
    },
    {
        "description": "G(D0 --> eta pi+ pi-)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D15"
    },
    {
        "description": "G(D0 --> eta 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q00"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q95"
    },
    {
        "description": "G(D0 --> eta 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D42"
    },
    {
        "description": "G(D0 --> eta 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D45"
    },
    {
        "description": "G(D0 --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P96"
    },
    {
        "description": "G(D0 --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S00"
    },
    {
        "description": "G(D0 --> omega pi+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032C37"
    },
    {
        "description": "G(D0 --> omega pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B00"
    },
    {
        "description": "G(D0 --> 3pi+ 3pi-)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S2"
    },
    {
        "description": "G(D0 --> 3pi+ 3pi-)/G(D0 --> K- 3pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R79"
    },
    {
        "description": "G(D0 --> eta'(958) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C66"
    },
    {
        "description": "G(D0 --> eta'(958) pi0)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B05"
    },
    {
        "description": "G(D0 --> eta'(958) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C67"
    },
    {
        "description": "G(D0 --> 2eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C68"
    },
    {
        "description": "G(D0 --> 2eta)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B06"
    },
    {
        "description": "G(D0 --> 2eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q27"
    },
    {
        "description": "G(D0 --> 2eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D40"
    },
    {
        "description": "G(D0 --> 3eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q28"
    },
    {
        "description": "G(D0 --> eta eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C69"
    },
    {
        "description": "G(D0 --> eta eta'(958))/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B07"
    },
    {
        "description": "G(D0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C70"
    },
    {
        "description": "G(D0 --> K+ K-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R27"
    },
    {
        "description": "G(D0 --> K+ K-)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B08"
    },
    {
        "description": "G(D0 --> K+ K-)/G(D0 --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R91"
    },
    {
        "description": "G(D0 --> 2K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C71"
    },
    {
        "description": "G(D0 --> 2K0S)/[G(D0 --> K- pi+)+ G(D0 --> K+ pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ $)/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "S032B09"
    },
    {
        "description": "G(D0 --> 2K0S)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R90"
    },
    {
        "description": "G(D0 --> 2K0S)/G(D0 --> K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S032P66"
    },
    {
        "description": "G(D0 --> K0S K- pi+)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B1"
    },
    {
        "description": "G(D0 --> phi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q83"
    },
    {
        "description": "G(D0 --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q85"
    },
    {
        "description": "G(D0 --> K0S K- pi+)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B20"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 K0S  ,  Kbar*0 --> K- pi+)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P00"
    },
    {
        "description": "G(D0 --> K*(892)+ K-  ,  K*+ --> K0S pi+)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P01"
    },
    {
        "description": "G(D0 --> Kbar*(1410)0 K0S  ,  Kbar*0 --> K- pi+)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P02"
    },
    {
        "description": "G(D0 --> K*(1410)+ K-  ,  K*+ --> K0S pi+)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P03"
    },
    {
        "description": "G(D0 --> (K- pi+ )_S-wave K0S)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P04"
    },
    {
        "description": "G(D0 --> ( K0S pi+ )_S-wave K-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P05"
    },
    {
        "description": "G(D0 --> a_0(980)- pi+  ,  a_0- --> K0S K-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P06"
    },
    {
        "description": "G(D0 --> a_0(1450)- pi+  ,  a_0- --> K0S K-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P07"
    },
    {
        "description": "G(D0 --> a_2(1320)- pi+  ,  a_2- --> K0S K-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{2}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P19"
    },
    {
        "description": "G(D0 --> rho(1450)- pi+  ,  rho- --> K0S K-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032P08"
    },
    {
        "description": "G(D0 --> K0S K+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B5"
    },
    {
        "description": "G(D0 --> K0S K+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B21"
    },
    {
        "description": "G(D0 --> K0S K+ pi-)/G(D0 --> K0S K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032Q26"
    },
    {
        "description": "G(D0 --> K*(892)0 K0S  ,  K*0 --> K+ pi-)/G(D0 --> Kbar*(892)0 K0S  ,  Kbar*0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032B24"
    },
    {
        "description": "G(D0 --> K*(892)0 K0S  ,  K*0 --> K+ pi-)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P09"
    },
    {
        "description": "G(D0 --> K*(892)- K+  ,  K*- --> K0S pi-)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P10"
    },
    {
        "description": "G(D0 --> K*(1410)0 K0S  ,  K*0 --> K+ pi+)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P11"
    },
    {
        "description": "G(D0 --> K*(1410)- K+  ,  K*- --> K0S pi-)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P12"
    },
    {
        "description": "G(D0 --> (K+ pi- )_S-wave K0S)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P13"
    },
    {
        "description": "G(D0 --> ( K0S pi- )_S-wave K+)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P14"
    },
    {
        "description": "G(D0 --> a_0(980)+ pi-  ,  a_0+ --> K0S K+)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P15"
    },
    {
        "description": "G(D0 --> a_0(1450)+ pi-  ,  a_0+ --> K0S K+)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P16"
    },
    {
        "description": "G(D0 --> rho(1700)+ pi-  ,  rho+ --> K0S K+)/G(D0 --> K0S K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P17"
    },
    {
        "description": "G(D0 --> K+ K- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S28"
    },
    {
        "description": "G(D0 --> K*(892)+ K-  ,  K*(892)+ --> K+ pi0)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*}{(892)}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R02"
    },
    {
        "description": "G(D0 --> K*(892)- K+  ,  K*(892)- --> K- pi0)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R03"
    },
    {
        "description": "G(D0 --> (K+ pi0)_S-wave K-)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S08"
    },
    {
        "description": "G(D0 --> (K- pi0)_S-wave K+)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S09"
    },
    {
        "description": "G(D0 --> f_0(980) pi0  ,  f_0 --> K+ K-)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032S11"
    },
    {
        "description": "G(D0 --> phi pi0  ,  phi --> K+ K-)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R04"
    },
    {
        "description": "G(D0 --> K+ K- pi0 nonresonant)/G(D0 --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R05"
    },
    {
        "description": "G(D0 --> 2K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S27"
    },
    {
        "description": "G(D0 --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q90"
    },
    {
        "description": "G(D0 --> K+ K- eta)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D16"
    },
    {
        "description": "G(D0 --> phi(1020) eta)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D18"
    },
    {
        "description": "G(D0 --> K+ K- eta nonresonant)/G(D0 --> K- pi+ eta)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$ nonresonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S032D17"
    },
    {
        "description": "G(D0 --> 2K0S eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q91"
    },
    {
        "description": "G(D0 --> K+ K- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D08"
    },
    {
        "description": "G(D0 --> K+ K- pi+ pi-)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B9"
    },
    {
        "description": "G(D0 --> phi (pi+ pi-)_S-wave  ,  phi --> K+ K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q02"
    },
    {
        "description": "G(D0 --> (phi rho0)_S-wave  ,  phi --> K+ K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q03"
    },
    {
        "description": "G(D0 --> (phi rho0 )_P-wave  ,  phi --> K+ K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P56"
    },
    {
        "description": "G(D0 --> (phi rho0)_D-wave  ,  phi --> K+ K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit D}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q16"
    },
    {
        "description": "G(D0 --> K*(892)0 Kbar*(892)0  ,  K*0 --> K+- pi-+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q07"
    },
    {
        "description": "G(D0 --> K+ K- rho0  3-body)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$  3-body$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q04"
    },
    {
        "description": "G(D0 --> f_0(980) pi+ pi-  ,  f_0 --> K+ K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q05"
    },
    {
        "description": "G(D0 --> (K*(892)0 Kbar*(892)0)_S-wave  ,  K*0 --> K+- pi-+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*(}}$)0 $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q17"
    },
    {
        "description": "G(D0 --> (K*(892)0 Kbar*(892)0 )_P-wave  ,  K* --> K+- pi-+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P62"
    },
    {
        "description": "G(D0 --> (K*(892)0 Kbar*(892)0 )_D-wave  ,  K* --> K+- pi-+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit D}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P63"
    },
    {
        "description": "G(D0 --> K*(892)0 K-+ pi+- 3-body, K*0 --> K+- pi-+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$  3-body,  ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q06"
    },
    {
        "description": "G(D0 --> K*(892)0 (K- pi+ )_S-wave 3-body  ,  K*0 --> K+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$ 3-body   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P65"
    },
    {
        "description": "G(D0 --> (K- pi+)_P-wave  ,  (K+ pi-)_S-wave)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q18"
    },
    {
        "description": "G(D0 --> K_1(1270)+- K-+  ,  K_1+- --> K+- pi+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit K}_{{{1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q08"
    },
    {
        "description": "G(D0 --> K_1(1270)+ K-  ,  K_1+ --> K*0 pi+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q19"
    },
    {
        "description": "G(D0 --> K_1(1270)+ K-  ,  K_1+ --> K*(1430)0 pi+  ,  K*0 --> K+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P58"
    },
    {
        "description": "G(D0 --> K_1(1270)+ K-  ,  K_1+ --> rho0 K+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q20"
    },
    {
        "description": "G(D0 --> K_1(1270)+ K-  ,  K_1+ --> omega(782) K+  ,  omega --> pi+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P59"
    },
    {
        "description": "G(D0 --> K_1(1270)- K+  ,  K_1- --> Kbar*0 pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q21"
    },
    {
        "description": "G(D0 --> K_1(1270)- K+  ,  K_1- --> rho0 K-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q22"
    },
    {
        "description": "G(D0 --> K_1(1400)+- K-+  ,  K_1+- --> K+- pi+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit K}_{{{1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q09"
    },
    {
        "description": "G(D0 --> K_1(1400)+ K-  ,  K_1^+ --> K*(892)0 pi+  ,  K*0 --> K+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P60"
    },
    {
        "description": "G(D0 --> K*(1410)+ K-  ,  K*+ --> K*0 pi+)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q23"
    },
    {
        "description": "G(D0 --> K*(1410)- K+  ,  K*- --> Kbar*0 pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032Q24"
    },
    {
        "description": "G(D0 --> K_1(1680)+ K-  ,  K_1+ --> K*0 pi+  ,  K*0 --> K+ pi-)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1680)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P61"
    },
    {
        "description": "G(D0 --> K+ K- pi+ pi- non-resonant)/G(D0 --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ non-resonant$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P64"
    },
    {
        "description": "G(D0 --> 2K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D09"
    },
    {
        "description": "G(D0 --> 2K0S pi+ pi-)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032B94"
    },
    {
        "description": "G(D0 --> K0S K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D11"
    },
    {
        "description": "G(D0 --> K0S K+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D12"
    },
    {
        "description": "G(D0 --> K0S K- 2pi+ pi-)/G(D0 --> K0S 2pi+ 2pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S93"
    },
    {
        "description": "G(D0 --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B32"
    },
    {
        "description": "G(D0 --> phi pi0)/G(D0 --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C99"
    },
    {
        "description": "G(D0 --> phi eta)/G(D0 --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032C98"
    },
    {
        "description": "G(D0 --> phi omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B93"
    },
    {
        "description": "G(D0 --> rho0 gamma)/G(D0 --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P26"
    },
    {
        "description": "G(D0 --> omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S62"
    },
    {
        "description": "G(D0 --> phi gamma)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032S98"
    },
    {
        "description": "G(D0 --> phi gamma)/G(D0 --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S032S88"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 gamma)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032S99"
    },
    {
        "description": "G(D0 --> K+ lepton- nubar_lepton  via Dbar0)/G(D0 --> K- lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{-}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}}$  via ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S032S26"
    },
    {
        "description": "G(D0 --> K+ or K*(892)+ e- nubar_e via Dbar0)/[G(D0 --> K- e+ nu_e)+ G(D0 --> K*(892)- e+ nu_e)]",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ or ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$ via ${{\\overline{\\mathit D}}^{0}})/[\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$+ $\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})\\rbrack{}$",
        "pdgId": "S032S01"
    },
    {
        "description": "G(D0 --> K+ pi-)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R61"
    },
    {
        "description": "G(D0 --> K+ pi-  via DCS)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  via DCS$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R08"
    },
    {
        "description": "G(D0 --> K+ pi-  via Dbar0)/G(D0 --> K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S032R9"
    },
    {
        "description": "G(D0 --> K0S pi+ pi-  in D0 --> Dbar0)/G(D0 --> K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R75"
    },
    {
        "description": "G(D0 --> K+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D30"
    },
    {
        "description": "G(D0 --> K+ pi- pi0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032C24"
    },
    {
        "description": "G(D0 --> K+ pi- pi0  via Dbar0)/G(D0 --> K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  via ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S032R00"
    },
    {
        "description": "G(D0 --> K+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D31"
    },
    {
        "description": "G(D0 --> K+ pi+ 2pi- via DCS)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$ via DCS$)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032P22"
    },
    {
        "description": "G(D0 --> K+ pi+ 2pi-)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R62"
    },
    {
        "description": "G(D0 --> K+ pi+ 2pi-  via Dbar0)/G(D0 --> K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032S83"
    },
    {
        "description": "G(D0 --> K+ pi-  or  K+ pi+ 2pi-  via Dbar0 )/G(D0 --> K- pi+  or  K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  or   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}}$ $)/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  or   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S032R99"
    },
    {
        "description": "G(D0 --> mu- anything via Dbar0)/G(D0 --> mu+ anything)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}$ anything via ${{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything$)$",
        "pdgId": "S032R8"
    },
    {
        "description": "G(D0 --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S84"
    },
    {
        "description": "G(D0 --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R44"
    },
    {
        "description": "G(D0 --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R7"
    },
    {
        "description": "G(D0 --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S44"
    },
    {
        "description": "G(D0 --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B95"
    },
    {
        "description": "G(D0 --> pi0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D23"
    },
    {
        "description": "G(D0 --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S45"
    },
    {
        "description": "G(D0 --> eta mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S46"
    },
    {
        "description": "G(D0 --> pi+ pi- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C14"
    },
    {
        "description": "G(D0 --> rho0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R63"
    },
    {
        "description": "G(D0 --> pi+ pi- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C15"
    },
    {
        "description": "G(D0 --> pi+ pi- mu+ mu- (non-res))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ (non-res)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P67"
    },
    {
        "description": "G(D0 --> rho0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R64"
    },
    {
        "description": "G(D0 --> omega e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S47"
    },
    {
        "description": "G(D0 --> omega mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S48"
    },
    {
        "description": "G(D0 --> K- K+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C18"
    },
    {
        "description": "G(D0 --> K- pi+ e+ e-   ,  675 <  m_e e < 875 MeV)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$   ,  675 $&lt;$ ${\\mathit m}_{{{\\mathit e}} {{\\mathit e}}}$ $&lt;$ 875 MeV$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q86"
    },
    {
        "description": "G(D0 --> K- pi+ e+ e-   ,  1.005 <  m_e e < 1.035 GeV)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$   ,  1.005 $&lt;$ ${\\mathit m}_{{{\\mathit e}} {{\\mathit e}}}$ $&lt;$ 1.035 GeV$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032Q87"
    },
    {
        "description": "G(D0 --> phi e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S49"
    },
    {
        "description": "G(D0 --> K- K+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C19"
    },
    {
        "description": "G(D0 --> K- K+ mu+ mu- (non-res))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ (non-res)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P68"
    },
    {
        "description": "G(D0 --> phi mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S50"
    },
    {
        "description": "G(D0 --> Kbar0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R70"
    },
    {
        "description": "G(D0 --> Kbar0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B96"
    },
    {
        "description": "G(D0 --> K- pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C16"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S51"
    },
    {
        "description": "G(D0 --> K- pi+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C17"
    },
    {
        "description": "G(D0 --> K- pi+ mu+ mu-   ,  675 <  m_mu mu < 875 MeV)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$   ,  675 $&lt;$ ${\\mathit m}_{{{\\mathit \\mu}} {{\\mathit \\mu}}}$ $&lt;$ 875 MeV$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S032P25"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S52"
    },
    {
        "description": "G(D0 --> pi+ pi- pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032B97"
    },
    {
        "description": "G(D0 --> mu+- e-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032R46"
    },
    {
        "description": "G(D0 --> pi0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S53"
    },
    {
        "description": "G(D0 --> eta e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S54"
    },
    {
        "description": "G(D0 --> pi+ pi- e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C20"
    },
    {
        "description": "G(D0 --> rho0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S55"
    },
    {
        "description": "G(D0 --> omega e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S56"
    },
    {
        "description": "G(D0 --> K- K+ e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C22"
    },
    {
        "description": "G(D0 --> phi e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S57"
    },
    {
        "description": "G(D0 --> Kbar0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S58"
    },
    {
        "description": "G(D0 --> K- pi+ e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C21"
    },
    {
        "description": "G(D0 --> Kbar*(892)0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032S59"
    },
    {
        "description": "G(D0 --> 2pi- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C5"
    },
    {
        "description": "G(D0 --> 2pi- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C6"
    },
    {
        "description": "G(D0 --> K- pi- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C7"
    },
    {
        "description": "G(D0 --> K- pi- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C8"
    },
    {
        "description": "G(D0 --> 2K- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C9"
    },
    {
        "description": "G(D0 --> 2K- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C10"
    },
    {
        "description": "G(D0 --> pi- pi- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C11"
    },
    {
        "description": "G(D0 --> K- pi- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C12"
    },
    {
        "description": "G(D0 --> 2K- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C13"
    },
    {
        "description": "G(D0 --> p e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C04"
    },
    {
        "description": "G(D0 --> pbar e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032C05"
    },
    {
        "description": "G(D0 --> p mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D60"
    },
    {
        "description": "G(D0 --> pbar mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S032D61"
    },
    {
        "description": "D0 CP-EVEN FRACTIONS",
        "description_tex": "${{\\mathit D}^{0}}$ $\\mathit CP$-EVEN FRACTIONS",
        "pdgId": "S032227"
    },
    {
        "description": "CP-even fraction in D0 --> K0S pi+ pi- pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032C79"
    },
    {
        "description": "CP-even fraction in D0 --> pi+ pi- pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032EFP"
    },
    {
        "description": "CP-even fraction in D0 --> pi+ pi- pi+ pi- decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ decays",
        "pdgId": "S032EFL"
    },
    {
        "description": "CP-even fraction in D0 --> pi+ pi- 2pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032D48"
    },
    {
        "description": "CP-even fraction in D0 --> 2pi+ 2pi- pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032D50"
    },
    {
        "description": "CP-even fraction in D0 --> pi+ pi- 3pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032D49"
    },
    {
        "description": "CP-even fraction in D0 --> 2pi+ 2pi- 2pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032D51"
    },
    {
        "description": "CP-even fraction in D0 --> K+ K- pi0 decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ decays",
        "pdgId": "S032EFK"
    },
    {
        "description": "CP-even fraction in D0 --> K+ K- pi+ pi- decays",
        "description_tex": "$\\mathit CP$-even fraction in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ decays",
        "pdgId": "S032A96"
    },
    {
        "description": "D0 CP-VIOLATING DECAY-RATE ASYMMETRIES",
        "description_tex": "${{\\mathit D}^{0}}$ $\\mathit CP$-VIOLATING DECAY-RATE ASYMMETRIES",
        "pdgId": "S032243"
    },
    {
        "description": "A(CP)(K+ K-) in D0, Dbar0 --> K+ K-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032A1"
    },
    {
        "description": "A(CP)(K0S K0S) in D0, Dbar0 --> K0S K0S",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ ) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ ",
        "pdgId": "S032A8"
    },
    {
        "description": "A(CP)(pi+ pi-) in D0, Dbar0 --> pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A4"
    },
    {
        "description": "A(CP)(pi0 pi0) in D0, Dbar0 --> pi0 pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A7"
    },
    {
        "description": "A(CP)(rho gamma) in D0, Dbar0 --> rho gamma",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}}{{\\mathit \\gamma}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}}$",
        "pdgId": "S032A00"
    },
    {
        "description": "A(CP)(phi gamma) in D0, Dbar0 --> phi gamma",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}{{\\mathit \\gamma}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S032A83"
    },
    {
        "description": "A(CP)(Kbar*(892)0 gamma) in D0, Dbar0 --> Kbar*(892)0 gamma",
        "description_tex": "$\\mathit A_{CP}({{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S032A84"
    },
    {
        "description": "A(CP)(pi+ pi- pi0) in D0, Dbar0 --> pi+ pi- pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A12"
    },
    {
        "description": "A(CP)(eta pi+ pi-) in D0, Dbar0 --> eta pi+ pi-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032D19"
    },
    {
        "description": "A(CP)(rho(770)+ pi- --> pi+ pi- pi0) in D0 --> rho+ pi-, Dbar0 --> rho- pi+",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(770)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A25"
    },
    {
        "description": "A(CP)(rho(770)0 pi0 --> pi+ pi- pi0) in D0, Dbar0 --> rho0 pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(770)}^{0}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A26"
    },
    {
        "description": "A(CP)(rho(770)- pi+ --> pi+ pi- pi0) in D0 --> rho- pi+, Dbar0 --> rho+ pi-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(770)}^{-}}$  ${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A27"
    },
    {
        "description": "A(CP)(rho(1450)+ pi- --> pi+ pi- pi0) in D0 --> rho(1450)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1450)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A28"
    },
    {
        "description": "A(CP)(rho(1450)0 pi0 --> pi+ pi- pi0) in D0, Dbar0 --> rho(1450)0 pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1450)}^{0}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A29"
    },
    {
        "description": "A(CP)(rho(1450)- pi+ --> pi+ pi- pi0) in D0 --> rho(1450)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1450)}^{-}}$  ${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A30"
    },
    {
        "description": "A(CP)(rho(1700)+ pi- --> pi+ pi- pi0) in D0 --> rho(1700)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1700)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A31"
    },
    {
        "description": "A(CP)(rho(1700)0 pi0 --> pi+ pi- pi0) in D0, Dbar0 --> rho(1700)0 pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1700)}^{0}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A32"
    },
    {
        "description": "A(CP)(rho(1700)- pi+ --> pi+ pi- pi0) in D0 --> rho(1700)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\rho}{(1700)}^{-}}$  ${{\\mathit \\pi}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A33"
    },
    {
        "description": "A(CP)(f_0(980) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> f_0(980) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{0}}}{(980)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A34"
    },
    {
        "description": "A(CP)(f_0(1370) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> f_0(1370) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{0}}}{(1370)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A35"
    },
    {
        "description": "A(CP)(f_0(1500) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> f_0(1500) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{0}}}{(1500)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A36"
    },
    {
        "description": "A(CP)(f_0(1710) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> f_0(1710) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{0}}}{(1710)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A37"
    },
    {
        "description": "A(CP)(f_2(1270) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> f_2(1270) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{2}}}{(1270)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A38"
    },
    {
        "description": "A(CP)(sigma(400) pi0 --> pi+ pi- pi0) in D0, Dbar0 --> sigma(400) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\sigma}{(400)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}{(400)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A39"
    },
    {
        "description": "A(CP)(nonresonant pi+ pi- pi0) in D0, Dbar0 --> nonresonant pi+ pi- pi0",
        "description_tex": "$\\mathit A_{CP}$(nonresonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ nonresonant ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A40"
    },
    {
        "description": "A(CP)(pi+ pi- 2pi0) in D0, Dbar0 --> pi+ pi- 2pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032D52"
    },
    {
        "description": "A(CP)(2pi+ 2pi-) in D0, Dbar0 --> 2pi+ 2pi-",
        "description_tex": "$\\mathit A_{CP}$(2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A71"
    },
    {
        "description": "A(CP)(a_1(1260)+ pi- --> 2 pi+ 2 pi-) in D0 --> a_1(1260)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A85"
    },
    {
        "description": "A(CP)(a_1(1260)- pi+ --> 2 pi+ 2 pi-) in D0 --> a_1(1260)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit a}_{{{1}}}{(1260)}^{-}}$  ${{\\mathit \\pi}^{+}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A86"
    },
    {
        "description": "A(CP)(pi(1300)+ pi- --> 2 pi+ 2 pi-) in D0 --> pi(1300)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}{(1300)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A87"
    },
    {
        "description": "A(CP)(pi(1300)- pi+ --> 2 pi+ 2 pi-) in D0 --> pi(1300)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}{(1300)}^{-}}$  ${{\\mathit \\pi}^{+}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A88"
    },
    {
        "description": "A(CP)(a_1(1640)+ pi- --> 2 pi+ 2 pi-) in D0 --> a_1(1640)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit a}_{{{1}}}{(1640)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1640)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A89"
    },
    {
        "description": "A(CP)(pi_2(1670)+ pi- --> 2 pi+ 2 pi-) in D0 --> pi_2(1670)+ pi-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}$  ${{\\mathit \\pi}^{-}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A91"
    },
    {
        "description": "A(CP)(sigma f_0(1370) --> 2 pi+ 2 pi-) in D0,Dbar0 --> sigma f_0(1370)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\sigma}}$  ${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}},{{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "S032A92"
    },
    {
        "description": "A(CP)(sigma rho(770)0 --> 2 pi+ 2 pi-) in D0,Dbar0 --> sigma rho(770)0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\sigma}}$  ${{\\mathit \\rho}{(770)}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}},{{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\rho}{(770)}^{0}}$",
        "pdgId": "S032A93"
    },
    {
        "description": "A(CP)(2 rho(770)0 --> 2 pi+ 2 pi-) in D0,Dbar0 --> 2rho(770)0",
        "description_tex": "$\\mathit A_{CP}$(    ${{\\mathit \\rho}{(770)}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}},{{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$",
        "pdgId": "S032A94"
    },
    {
        "description": "A(CP)(2 f_2(1270) --> 2 pi+ 2 pi-) in D0,Dbar0 --> 2 f_2(1270)",
        "description_tex": "$\\mathit A_{CP}$(    ${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}$2  ${{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}},{{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$  2  ${{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "S032A95"
    },
    {
        "description": "A(CP)(pi+ pi- pi0 eta) in D0, Dbar0 --> pi+ pi- pi0 eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032D07"
    },
    {
        "description": "A(CP)(K+ K- pi0) in D0, Dbar0 --> K+ K- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A41"
    },
    {
        "description": "A(CP)(K*(892)+ K- --> K+ K- pi0) in D0 --> K*(892)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(892)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A42"
    },
    {
        "description": "A(CP)(K*(1410)+ K- --> K+ K- pi0) in D0 --> K*(1410)+ K-, Dbar0 -->  c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1410)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A43"
    },
    {
        "description": "A(CP)(( K+ pi0 )_S-wave K- --> K+ K- pi0) in D0 --> ( K+ pi0 )_S K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}$((  ${{\\mathit K}^{+}}$  ${{\\mathit \\pi}^{0}}$  )$_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   (  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$ )$_{S}$  ${{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A44"
    },
    {
        "description": "A(CP)(phi(1020) pi0 --> K+ K- pi0) in D0, Dbar0 --> phi(1020) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}{(1020)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A45"
    },
    {
        "description": "A(CP)(f_0(980) pi0 --> K+ K- pi0) in D0, Dbar0 --> f_0(980) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{0}}}{(980)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A46"
    },
    {
        "description": "A(CP)(a_0(980)0 pi0 --> K+ K- pi0) in D0, Dbar0 --> a_0(980)0 pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit a}_{{{0}}}{(980)}^{0}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A47"
    },
    {
        "description": "A(CP)(f_2'(1525) pi0 --> K+ K- pi0) in D0, Dbar0 --> f_2'(1525) pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$  ${{\\mathit \\pi}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A48"
    },
    {
        "description": "A(CP)(K*(892)- K+ --> K+ K- pi0) in D0 --> K*(892)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(892)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A49"
    },
    {
        "description": "A(CP)(K*(1410)- K+ --> K+ K- pi0) in D0 --> K*(1410)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1410)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A50"
    },
    {
        "description": "A(CP)(( K- pi0 )_S-wave K+ --> K+ K- pi0) in D0 --> ( K- pi0 )_S K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}$((  ${{\\mathit K}^{-}}$  ${{\\mathit \\pi}^{0}}$  )$_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   (  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ )$_{S}$  ${{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A51"
    },
    {
        "description": "A(CP)(K+ K- eta) in D0, Dbar0 --> K+ K- eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S032D20"
    },
    {
        "description": "A(CP)(phi(1020) eta --> K+ K- eta) in D0, Dbar0 --> phi(1020) eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}{(1020)}}$  ${{\\mathit \\eta}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\eta}}$",
        "pdgId": "S032D21"
    },
    {
        "description": "A(CP)(K0S pi0) in D0, Dbar0 --> K0S pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A3"
    },
    {
        "description": "A(CP)(K0S eta) in D0, Dbar0 --> K0S eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S032A52"
    },
    {
        "description": "A(CP)(K0S eta') in D0, Dbar0 --> K0S eta'",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S032A53"
    },
    {
        "description": "A(CP)(K0S phi) in D0, Dbar0 --> K0S phi",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\phi}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\phi}}$",
        "pdgId": "S032A2"
    },
    {
        "description": "A(CP)(K-+ pi+-) in D0 --> K- pi+, Dbar0 --> K+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A23"
    },
    {
        "description": "A(CP)(K+- pi-+) in D0 --> K+ pi-, Dbar0 --> K- pi+",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A5"
    },
    {
        "description": "A(CP)(K- pi+) in D(CP(pm1))  --> K-+ pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) in ${{\\mathit D}}_{CP(\\pm1)}$  $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S032A72"
    },
    {
        "description": "A(CP)(K-+ pi+- pi0) in D0 --> K- pi+ pi0, Dbar0 --> K+ pi- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A6"
    },
    {
        "description": "A(CP)(K+- pi-+ pi0) in D0 --> K+ pi- pi0, Dbar0 --> K- pi+ pi0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032A9"
    },
    {
        "description": "A(CP)(K0S pi+ pi-) in D0, Dbar0 --> K0S pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A10"
    },
    {
        "description": "A(CP)(K-+ pi+- eta) in D0, Dbar0 --> K-+ pi+- eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S032D04"
    },
    {
        "description": "A(CP)(K0S pi0 eta) in D0, Dbar0 --> K0S pi0 eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032D05"
    },
    {
        "description": "A(CP)(K-+ pi+- pi0 eta) in D0, Dbar0 --> K-+ pi+- pi0 eta",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032D06"
    },
    {
        "description": "A(CP)(K*(892)-+ pi+- --> K0S pi+ pi-) in D0 --> K*- pi+, Dbar0 --> K*+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{*}{(892)}^{\\mp}}$  ${{\\mathit \\pi}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A13"
    },
    {
        "description": "A(CP)(K*(892)+- pi-+ --> K0S pi+ pi-) in D0 --> K*+ pi-, Dbar0 --> K*- pi+",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{*}{(892)}^{\\pm}}$  ${{\\mathit \\pi}^{\\mp}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A14"
    },
    {
        "description": "A(CP)(K0S rho0 --> K0S pi+ pi-) in D0 --> Kbar0 rho0, Dbar0 --> K0 rho0",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$   ${{\\mathit \\rho}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\rho}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S032A15"
    },
    {
        "description": "A(CP)(K0S omega --> K0S pi+ pi-) in D0 --> Kbar0 omega, Dbar0 --> K0 omega",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$   ${{\\mathit \\omega}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\omega}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S032A16"
    },
    {
        "description": "A(CP)(K0S f_0(980) --> K0S pi+ pi-) in D0 --> Kbar0 f_0(980), Dbar0 --> K0 f_0(980)",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$   ${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "S032A17"
    },
    {
        "description": "A(CP)(K0S f_2(1270) --> K0S pi+ pi-) in D0 --> Kbar0 f_2(1270), Dbar0 --> K0 f_2(1270)",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$   ${{\\mathit f}_{{{2}}}{(1270)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit f}_{{{2}}}{(1270)}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "S032A18"
    },
    {
        "description": "A(CP)(K0S f_0(1370) --> K0S pi+ pi-) in D0 --> Kbar0 f_0(1370), Dbar0 --> K0 f_0(1370)",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_S^0}$   ${{\\mathit f}_{{{0}}}{(1370)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit f}_{{{0}}}{(1370)}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "S032A19"
    },
    {
        "description": "A(CP)(K0S rho^0(1450)) in D0 --> Kbar0 rho^0(1450), Dbar0 --> K0 rho^0(1450)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}{(1450)}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\rho}^{0}{(1450)}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{0}{(1450)}}$",
        "pdgId": "S032A55"
    },
    {
        "description": "A(CP)(K0S f_0(600)) in D0 --> Kbar0 f_0(600), Dbar0 --> K0 f_0(600)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(600)}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit f}_{{{0}}}{(600)}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(600)}}$",
        "pdgId": "S032A56"
    },
    {
        "description": "A(CP)(K*(1410)-+ pi+-) in D0 --> K*(1410)- pi+, Dbar0 --> K*(1410)+ pi-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1410)}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A54"
    },
    {
        "description": "A(CP)(K_0*(1430)-+ pi+- --> K0S pi+ pi-) in D0 --> K_0*(1430)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_{{{0}}}^{*}{(1430)}^{\\mp}}$  ${{\\mathit \\pi}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A20"
    },
    {
        "description": "A(CP)(K_0*(1430)+- pi-+) in D0 --> K_0*(1430)+ pi-, Dbar0 --> K_0*(1430)- pi+",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{0}}}^{*}{(1430)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A58"
    },
    {
        "description": "A(CP)(K_2*(1430)-+ pi+- --> K0S pi+ pi-) in D0 --> K_2*(1430)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\mp}}$  ${{\\mathit \\pi}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A21"
    },
    {
        "description": "A(CP)(K_2*(1430)+- pi-+) in D0 --> K_2*(1430)+ pi-, Dbar0 --> K_2*(1430)- pi+",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A59"
    },
    {
        "description": "A(CP)(K*(1680)-+ pi+- --> K0S pi+ pi-) in D0 --> K*(1680)- pi+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{*}{(1680)}^{\\mp}}$  ${{\\mathit \\pi}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A22"
    },
    {
        "description": "A(CP)(K- pi+ pi+ pi-) in D0 --> K- pi+ pi+ pi-, Dbar0 --> K+ pi- pi- pi+",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032A24"
    },
    {
        "description": "A(CP)(K+- pi-+ pi+ pi-) in D0 --> K+ pi- pi+ pi-, Dbar0 --> K- pi+ pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032A11"
    },
    {
        "description": "A(CP)(K+ K- pi+ pi-) in D0, Dbar0 --> K+ K- pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$  , ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032CPK"
    },
    {
        "description": "A(CP)(2 K0S pi+ pi-) in D0 , Dbar0 --> 2 K0S pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CP}$(2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$  ,  ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$  2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032D54"
    },
    {
        "description": "A(CP)(K_1*(1270)+ K- --> K+ K- pi+ pi- ) in D0 --> K_1*(1270)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A97"
    },
    {
        "description": "A(CP)(K_1*(1270)+ K- --> K*0 pi+ K-) in D0 --> K_1*(1270)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A60"
    },
    {
        "description": "A(CP)(K_1*(1270)- K+ --> Kbar*0 pi- K+) in D0 --> K_1*(1270)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A61"
    },
    {
        "description": "A(CP)(K_1*(1270)- K+ --> K+ K- pi+ pi- ) in D0 --> K_1*(1270)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A98"
    },
    {
        "description": "A(CP)(K_1*(1270)+ K- --> rho0 K+ K-) in D0 --> K_1*(1270)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A62"
    },
    {
        "description": "A(CP)(K_1*(1270)- K+ --> rho0 K- K+) in D0 --> K_1*(1270)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}^{*}{(1270)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A63"
    },
    {
        "description": "A(CP)(K_1(1400)+ K- --> K+ K- pi+ pi- ) in D0 --> K_1(1400)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_{{{1}}}{(1400)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A99"
    },
    {
        "description": "A(CP)(K*(1410)+ K- --> K*0 pi+ K-) in D0 --> K*(1410)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1410)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A64"
    },
    {
        "description": "A(CP)(K*(1410)- K+ --> Kbar*0 pi- K+) in D0 --> K*(1410)- K+, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1410)}^{-}}$  ${{\\mathit K}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032A65"
    },
    {
        "description": "A(CP)(K*(1680)+ K- --> K+ K- pi+ pi- ) in D0 --> K*(1680)+ K-, Dbar0 --> c.c.",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(1680)}^{+}}$  ${{\\mathit K}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit K}^{-}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$ c.c.",
        "pdgId": "S032C00"
    },
    {
        "description": "A(CP)(K*0 Kbar*0) in D0, Dbar0 --> K*0 Kbar*0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S032C07"
    },
    {
        "description": "A(CP)(K*0 Kbar*0 S-wave) in D0, Dbar0 --> K*0 Kbar*0 S-wave",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}{\\mathit S}{\\mathrm -wave}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}{\\mathit S}{\\mathrm -wave}$",
        "pdgId": "S032A66"
    },
    {
        "description": "A(CP)(phi rho0) in D0, Dbar0 --> phi rho0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S032C08"
    },
    {
        "description": "A(CP)(phi rho0 S-wave) in D0, Dbar0 --> phi rho0 S-wave",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{\\mathit S}{\\mathrm -wave}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{\\mathit S}{\\mathrm -wave}$",
        "pdgId": "S032A67"
    },
    {
        "description": "A(CP)(phi rho0 D-wave) in D0, Dbar0 --> phi rho0 D-wave",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{\\mathit D}{\\mathrm -wave}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{\\mathit D}{\\mathrm -wave}$",
        "pdgId": "S032A68"
    },
    {
        "description": "A(CP)(phi ( pi+ pi- )_S-wave) in D0, Dbar0 --> phi ( pi+ pi- )_S-wave",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}$ (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ )$_{{\\mathit S}{\\mathrm -wave}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$ (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ )$_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S032A69"
    },
    {
        "description": "A(CP)(K*(892)0 ( K- pi+ )_S-wave) in D0, Dbar0 --> K*(892)0 ( K- pi+ )_S-wave",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{*}{(892)}^{0}}$ (  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ )$_{{\\mathit S}{\\mathrm -wave}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ (  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ )$_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S032C09"
    },
    {
        "description": "A(CP)(K+ K- pi+ pi- non-resonant) in D0, Dbar0 --> K+ K- pi+ pi- non-resonant",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ non-resonant) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ non-resonant",
        "pdgId": "S032C75"
    },
    {
        "description": "A(CP)((K- pi+)(P-wave)  (K+ pi-)(S-wave)) in D0 -->(K- pi+)(P-wave) (K+ pi-)(S-wave) , Dbar0 -->c.c.",
        "description_tex": "$\\mathit A_{CP}(({{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})_{{\\mathit P}{\\mathrm -wave}}$  (${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})_{{\\mathit S}{\\mathrm -wave}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow({{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})_{{\\mathit P}{\\mathrm -wave}}$ (${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})_{{\\mathit S}{\\mathrm -wave}}$ , ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$c.c.",
        "pdgId": "S032A70"
    },
    {
        "description": "A(CP)(K+ K- mu+ mu-) in D0, Dbar0 --> K+ K- mu+ mu-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) in ${{\\mathit D}^{0}}$  , ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032C77"
    },
    {
        "description": "A(CP)(pi+ pi- mu+ mu-) in D0, Dbar0 --> pi+ pi- mu+ mu-",
        "description_tex": "$\\mathit A_{\\mathit CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) in ${{\\mathit D}^{0}}$  , ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032C78"
    },
    {
        "description": "D0 CP-VIOLATING ASYMMETRY DIFFERENCES",
        "description_tex": "${{\\mathit D}^{0}}$ $\\mathit CP$-VIOLATING ASYMMETRY DIFFERENCES",
        "pdgId": "S032247"
    },
    {
        "description": "DeltaA(CP) = A(CP)(K+ K-) - A(CP)(pi+ pi-)",
        "description_tex": "$\\Delta \\mathit A_{CP}$ = $\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $&minus;$ $\\mathit A_{CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S032DCP"
    },
    {
        "description": "D0 TESTS OF LOCAL CP-VIOLATION (CPV)",
        "description_tex": "${{\\mathit D}^{0}}$ TESTS OF LOCAL $\\mathit CP$-VIOLATION ($\\mathit CPV$)",
        "pdgId": "S032241"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> pi+ pi- pi0",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032L01"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> pi+ pi- pi+ pi-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032L02"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> K0S pi+ pi-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032L03"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> K+ K- pi0",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032L04"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> K+ K- pi+ pi-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032L05"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> K0S K+ pi-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032D57"
    },
    {
        "description": "Local CPV in D0, Dbar0 --> K0S K- pi+",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032D58"
    },
    {
        "description": "CP VIOLATING ASYMMETRIES OF P-ODD (T-ODD) MOMENTS",
        "description_tex": "$\\mathit CP$ VIOLATING ASYMMETRIES OF $\\mathit P$-ODD ($\\mathit T$-ODD) MOMENTS",
        "pdgId": "S032242"
    },
    {
        "description": "A(Tviol)(K+ K- pi+ pi-) in D0, Dbar0 --> K+ K- pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit Tviol}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032TV0"
    },
    {
        "description": "A(Tviol)(2 K0S pi+ pi-) in D0, Dbar0 --> 2 K0S pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit Tviol}$(2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$  2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032D55"
    },
    {
        "description": "A(Tviol)(K0S pi+ pi- pi0) in D0, Dbar0 --> K0S pi+ pi- pi0",
        "description_tex": "$\\mathit A_{{\\mathrm {Tviol}}}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}^{0}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032C76"
    },
    {
        "description": "D0 CPT-VIOLATING DECAY-RATE ASYMMETRIES",
        "description_tex": "${{\\mathit D}^{0}}$ $\\mathit CPT$-VIOLATING DECAY-RATE ASYMMETRIES",
        "pdgId": "S032244"
    },
    {
        "description": "A(CPT)(K-+pi+-) in D0 --> K- pi+, Dbar0 --> K+ pi-",
        "description_tex": "$\\mathit A_{\\mathit CPT}({{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$, ${{\\overline{\\mathit D}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032CPT"
    },
    {
        "description": "D0 --> K^*(892)- / rho- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$  ${{\\mathit \\rho}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ FORM FACTORS",
        "pdgId": "S032260"
    },
    {
        "description": "r(V) == V(0)/A(1)(0) in D0 --> K*(892)- lepton+ nu_lepton",
        "description_tex": "r$_{V}{}\\equiv$ V(0)$/A_{1}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FRV"
    },
    {
        "description": "r(2) == A(2)(0)/A(1)(0) in D0 --> K*(892)- lepton+ nu_lepton",
        "description_tex": "r$_{2}{}\\equiv$ A$_{2}(0)/A_{1}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FR2"
    },
    {
        "description": "r(V) == V(0)/A(1)(0) in D0 --> rho- lepton+ nu_lepton",
        "description_tex": "r$_{V}{}\\equiv$ V(0)/A$_{1}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032RRV"
    },
    {
        "description": "r(2) == A(2)(0)/A(1)(0) in D0 --> rho- lepton+ nu_lepton",
        "description_tex": "r$_{2}{}\\equiv$ A$_{2}(0)/A_{1}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032RR2"
    },
    {
        "description": "D0 --> K- / pi- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ /  ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ FORM FACTORS",
        "pdgId": "S032255"
    },
    {
        "description": "f(+)(0) in D0 --> K- lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FK3"
    },
    {
        "description": "f(+)(0)|V(cs)| in D0 --> K- lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}(0)\\vert \\mathit V_{cs}\\vert $ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FK0"
    },
    {
        "description": "r(1)==a(1)/a(0) in D0 --> K- lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{1}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FK1"
    },
    {
        "description": "r(2)==a(2)/a(0) in D0 --> K- lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit a_{2}/\\mathit a_{0}$ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FK2"
    },
    {
        "description": "f(+)(0) in D0 --> pi- lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}$(0) in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FP3"
    },
    {
        "description": "f(+)(0)|V(cd)| in D0 --> pi- lepton+ nu_lepton",
        "description_tex": "$\\mathit f_{+}(0)\\vert \\mathit V_{cd}\\vert $ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FP0"
    },
    {
        "description": "r(1)==a(1)/a(0) in D0 --> pi- lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{1}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FP1"
    },
    {
        "description": "r(2)==a(1)/a(0) in D0 --> pi- lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit a_{1}/\\mathit a_{0}$ in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032FP2"
    },
    {
        "description": "Amplitude analyses",
        "description_tex": "Amplitude analyses",
        "pdgId": "S032265"
    },
    {
        "description": "D --> K pi pi pi, D --> K K pi pi partial wave analyses",
        "description_tex": "${{\\mathit D}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$, ${{\\mathit D}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit K}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ partial wave analyses",
        "pdgId": "S032PWA"
    },
    {
        "description": "D0 --> pi+ pi- eta partial wave analyses",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$ partial wave analyses",
        "pdgId": "S032D68"
    },
    {
        "description": "D0 --> 0-prongs",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   0-prongs",
        "pdgId": "S032.332"
    },
    {
        "description": "D0 --> 2-prongs",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   2-prongs",
        "pdgId": "S032.333"
    },
    {
        "description": "D0 --> 4-prongs",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   4-prongs",
        "pdgId": "S032.334"
    },
    {
        "description": "D0 --> 6-prongs",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   6-prongs",
        "pdgId": "S032.335"
    },
    {
        "description": "D0 --> e+ anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$ anything",
        "pdgId": "S032.10"
    },
    {
        "description": "D0 --> mu+ anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything",
        "pdgId": "S032.27"
    },
    {
        "description": "D0 --> K- anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S032.11"
    },
    {
        "description": "D0 --> K0S anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything",
        "pdgId": "S032.13"
    },
    {
        "description": "D0 --> K+ anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S032.12"
    },
    {
        "description": "D0 --> K^*(892)- anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$ anything",
        "pdgId": "S032.340"
    },
    {
        "description": "D0 --> Kbar^*(892)0 anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything",
        "pdgId": "S032.312"
    },
    {
        "description": "D0 --> K^*(892)+ anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}$ anything",
        "pdgId": "S032.341"
    },
    {
        "description": "D0 --> K^*(892)0 anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ anything",
        "pdgId": "S032.313"
    },
    {
        "description": "D0 --> eta  anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$   anything",
        "pdgId": "S032.21"
    },
    {
        "description": "D0 --> eta^'()  anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$   anything",
        "pdgId": "S032.342"
    },
    {
        "description": "D0 --> phi  anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything",
        "pdgId": "S032.249"
    },
    {
        "description": "D0 --> pi+ pi+ pi- anything",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ anything",
        "pdgId": "S032.589"
    },
    {
        "description": "D0 --> invisibles",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   invisibles",
        "pdgId": "S032.433"
    },
    {
        "description": "D0 --> K- lepton+ nu_lepton",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S032.196"
    },
    {
        "description": "D0 --> K- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.46"
    },
    {
        "description": "D0 --> K- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.77"
    },
    {
        "description": "D0 --> K^*(892)- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.129"
    },
    {
        "description": "D0 --> K^*(892)- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.307"
    },
    {
        "description": "D0 --> K- pi0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.127"
    },
    {
        "description": "D0 --> Kbar0 pi- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.128"
    },
    {
        "description": "D0 --> (Kbar0 pi- ) (S-wave) e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.550"
    },
    {
        "description": "D0 --> K- pi0 mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.602"
    },
    {
        "description": "D0 --> (K- pi0 ) (S-wave) mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.600"
    },
    {
        "description": "D0 --> K- eta e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.601"
    },
    {
        "description": "D0 --> K- pi+ pi- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.360"
    },
    {
        "description": "D0 --> K_1(1270)- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.361"
    },
    {
        "description": "D0 --> Kbar_1(1270)- e+ nu_e , Kbar_1()- --> K0S pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.599"
    },
    {
        "description": "D0 --> K- pi+ pi- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.183"
    },
    {
        "description": "D0 --> (Kbar^*(892) pi)- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   (${{\\overline{\\mathit K}}^{*}{(892)}}{{\\mathit \\pi}}$ )${}^{-}$  ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.184"
    },
    {
        "description": "D0 --> pi- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.49"
    },
    {
        "description": "D0 --> pi- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.308"
    },
    {
        "description": "D0 --> pi- pi0 e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.549"
    },
    {
        "description": "D0 --> rho- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.320"
    },
    {
        "description": "D0 --> rho- mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S032.570"
    },
    {
        "description": "D0 --> a(980)- e+ nu_e , a- --> eta pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}{(980)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.495"
    },
    {
        "description": "D0 --> K0S K- e+ nu_e",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S032.590"
    },
    {
        "description": "D0 --> b_1(1235)- e+ nu_e , b_1()- --> omega pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.561"
    },
    {
        "description": "D0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.1"
    },
    {
        "description": "D0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.9"
    },
    {
        "description": "D0 --> K0L pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.363"
    },
    {
        "description": "D0 --> K0L eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S032.579"
    },
    {
        "description": "D0 --> K0L eta^'",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S032.581"
    },
    {
        "description": "D0 --> K0L omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\omega}}$",
        "pdgId": "S032.580"
    },
    {
        "description": "D0 --> K0S pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.3"
    },
    {
        "description": "D0 --> K0S rho0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}}$",
        "pdgId": "S032.17"
    },
    {
        "description": "D0 --> K0S omega , omega --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.285"
    },
    {
        "description": "D0 --> K0S (pi+ pi-)(S-wave)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S032.384"
    },
    {
        "description": "D0 --> K0S f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.199"
    },
    {
        "description": "D0 --> K0S f_0(1370) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.201"
    },
    {
        "description": "D0 --> K0S f_2(1270) , f_2 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.200"
    },
    {
        "description": "D0 --> K^*(892)- pi+ , K^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.81"
    },
    {
        "description": "D0 --> K_0^*(1430)- pi+ , K_0^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.203"
    },
    {
        "description": "D0 --> K_2^*(1430)- pi+ , K_2^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.286"
    },
    {
        "description": "D0 --> K^*(1680)- pi+ , K^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.279"
    },
    {
        "description": "D0 --> K^*(892)+ pi- , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.179"
    },
    {
        "description": "D0 --> K_0^*(1430)+ pi- , K_0^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.382"
    },
    {
        "description": "D0 --> K_2^*(1430)+ pi- , K_2^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{2}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.383"
    },
    {
        "description": "D0 --> K0S pi+ pi-nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $~$nonresonant",
        "pdgId": "S032.33"
    },
    {
        "description": "D0 --> K- pi+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.8"
    },
    {
        "description": "D0 --> K- rho+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S032.16"
    },
    {
        "description": "D0 --> K- rho(1700)+ , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}{(1700)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.271"
    },
    {
        "description": "D0 --> K^*(892)- pi+ , K^*(892)- --> K- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.83"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi0 , Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.82"
    },
    {
        "description": "D0 --> K_0^*(1430)- pi+ , K_0^*()- --> K- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.272"
    },
    {
        "description": "D0 --> Kbar_0^*(1430)0 pi0 , Kbar_0^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.273"
    },
    {
        "description": "D0 --> K^*(1680)- pi+ , K^*()- --> K- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.274"
    },
    {
        "description": "D0 --> K- pi+ pi0nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ $~$nonresonant",
        "pdgId": "S032.32"
    },
    {
        "description": "D0 --> K0S 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.185"
    },
    {
        "description": "D0 --> K0L pi0 pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.588"
    },
    {
        "description": "D0 --> K0S (2 pi0)(S-wave)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ (2  ${{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S032.390"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi0 , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.202"
    },
    {
        "description": "D0 --> Kbar^*(1430)0 pi0 , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.391"
    },
    {
        "description": "D0 --> Kbar^*(1680)0 pi0 , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.392"
    },
    {
        "description": "D0 --> K0S f_2(1270) , f_2 --> 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.393"
    },
    {
        "description": "D0 --> 2K0S , one K0S --> 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$   ,  one  ${{\\mathit K}_S^0}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.394"
    },
    {
        "description": "D0 --> K0S 2pi0 nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$ nonresonant",
        "pdgId": "S032.186"
    },
    {
        "description": "D0 --> K0S 3pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.574"
    },
    {
        "description": "D0 --> K- 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.2"
    },
    {
        "description": "D0 --> K- pi+ rho0 total",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$ total",
        "pdgId": "S032.116"
    },
    {
        "description": "D0 --> K- pi+ rho0  3-body",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$  3-body",
        "pdgId": "S032.23"
    },
    {
        "description": "D0 --> Kbar^*(892)0 rho0 , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.86"
    },
    {
        "description": "D0 --> Kbar^*(892)0 rho0 transverse , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$ transverse   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.73"
    },
    {
        "description": "D0 --> K- a_1(1260)+ , a_1()+ --> rho0 pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.181"
    },
    {
        "description": "D0 --> K_1(1270)- pi+ , K_1()- --> K- pi+ pi-  total",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  total",
        "pdgId": "S032.475"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi+ pi-  total , Kbar^*(892)0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  total   ,   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.168"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi+ pi-  3-body , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  3-body   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.85"
    },
    {
        "description": "D0 --> K_1(1270)- pi+ , K_1()- --> Kbar^*(892)0 pi- , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.182"
    },
    {
        "description": "D0 --> K- 2pi+ pi- nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S032.68"
    },
    {
        "description": "D0 --> K0S pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.143"
    },
    {
        "description": "D0 --> K0S eta , eta --> pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.135"
    },
    {
        "description": "D0 --> K0S omega , omega --> pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.110"
    },
    {
        "description": "D0 --> K- pi+ 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.20"
    },
    {
        "description": "D0 --> K- pi+ 3pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.575"
    },
    {
        "description": "D0 --> K0S pi+ pi- 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.576"
    },
    {
        "description": "D0 --> K- 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.41"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi+ pi- pi0 , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.55"
    },
    {
        "description": "D0 --> Kbar^*(892)0 omega , Kbar^*()0 --> K- pi+ , omega --> pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.207"
    },
    {
        "description": "D0 --> K- pi+ omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S032.197"
    },
    {
        "description": "D0 --> Kbar^*(892)0 omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S032.57"
    },
    {
        "description": "D0 --> K0S pi0 omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S032.572"
    },
    {
        "description": "D0 --> K0S eta pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.292"
    },
    {
        "description": "D0 --> K0S a_0(980) , a_0() --> eta pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}}$  ,   ${{\\mathit a}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.293"
    },
    {
        "description": "D0 --> Kbar^*(892)0 eta , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.294"
    },
    {
        "description": "D0 --> K- pi+ eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S032.553"
    },
    {
        "description": "D0 --> K^*(892)0 eta , K^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.566"
    },
    {
        "description": "D0 --> a_0(980)+ K- , a_0()+ --> eta pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.567"
    },
    {
        "description": "D0 --> K_2^*(1980)- pi+ , K_2^*()- --> K- eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S032.560"
    },
    {
        "description": "D0 --> K- pi+ pi0 eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032.556"
    },
    {
        "description": "D0 --> K0S pi+ pi- eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S032.557"
    },
    {
        "description": "D0 --> K0S 2pi0 eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032.558"
    },
    {
        "description": "D0 --> K0S 2pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.97"
    },
    {
        "description": "D0 --> K0S rho0 pi+ pi-, no K^*(892)-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,  no  ${{\\mathit K}^{*}{(892)}^{-}}$",
        "pdgId": "S032.174"
    },
    {
        "description": "D0 --> K^*(892)- 2pi+ pi- , K^*(892)- --> K0S pi- , no  rho0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$  ,  no   ${{\\mathit \\rho}^{0}}$",
        "pdgId": "S032.175"
    },
    {
        "description": "D0 --> K^*(892)- rho0 pi+ , K^*(892)- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.176"
    },
    {
        "description": "D0 --> K0S 2pi+ 2pi- nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S032.177"
    },
    {
        "description": "D0 --> Kbar0 pi+ pi- 2pi0 (pi0)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$( ${{\\mathit \\pi}^{0}}$)",
        "pdgId": "S032.43"
    },
    {
        "description": "D0 --> K- 3pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.288"
    },
    {
        "description": "D0 --> K0S eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S032.65"
    },
    {
        "description": "D0 --> K0S omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\omega}}$",
        "pdgId": "S032.64"
    },
    {
        "description": "D0 --> K0S eta^'(958)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S032.187"
    },
    {
        "description": "D0 --> Kbar^*(892)0 pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.56"
    },
    {
        "description": "D0 --> Kbar^*(892)0 eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032.66"
    },
    {
        "description": "D0 --> K- pi+ eta^'(958)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S032.189"
    },
    {
        "description": "D0 --> K0S eta^'(958) pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.501"
    },
    {
        "description": "D0 --> Kbar^*(892)0 eta^'(958)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S032.190"
    },
    {
        "description": "D0 --> K0S K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.31"
    },
    {
        "description": "D0 --> K0S a_0(980)0 , a_0()0 --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit a}_{{{0}}}{(980)}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.321"
    },
    {
        "description": "D0 --> K- a_0(980)+ , a_0()+ --> K+ K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit a}_{{{0}}}{(980)}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S032.322"
    },
    {
        "description": "D0 --> K+ a_0(980)- , a_0()- --> K- K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{0}}}{(980)}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "S032.323"
    },
    {
        "description": "D0 --> K0S f_0(980) , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.324"
    },
    {
        "description": "D0 --> K0S phi , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.114"
    },
    {
        "description": "D0 --> K0L phi",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_L^0}$  ${{\\mathit \\phi}}$",
        "pdgId": "S032.578"
    },
    {
        "description": "D0 --> K0S f_0(1370) , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.325"
    },
    {
        "description": "D0 --> 3K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit K}_S^0}$",
        "pdgId": "S032.58"
    },
    {
        "description": "D0 --> K+ 2K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.219"
    },
    {
        "description": "D0 --> K+ K- Kbar^*(892)0 , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.283"
    },
    {
        "description": "D0 --> K- pi+ phi , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.275"
    },
    {
        "description": "D0 --> phi Kbar^*(892)0 , phi --> K+ K- , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.284"
    },
    {
        "description": "D0 --> K+ 2K- pi+ nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S032.282"
    },
    {
        "description": "D0 --> 2K0S K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.309"
    },
    {
        "description": "D0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.5"
    },
    {
        "description": "D0 --> 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.173"
    },
    {
        "description": "D0 --> pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.29"
    },
    {
        "description": "D0 --> rho+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.326"
    },
    {
        "description": "D0 --> rho0 pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.327"
    },
    {
        "description": "D0 --> rho- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.328"
    },
    {
        "description": "D0 --> rho(1450)+ pi- , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.367"
    },
    {
        "description": "D0 --> rho(1450)0 pi0 , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.368"
    },
    {
        "description": "D0 --> rho(1450)- pi+ , rho- --> pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.369"
    },
    {
        "description": "D0 --> rho(1700)+ pi- , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.370"
    },
    {
        "description": "D0 --> rho(1700)0 pi0 , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.371"
    },
    {
        "description": "D0 --> rho(1700)- pi+ , rho()- --> pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.372"
    },
    {
        "description": "D0 --> f_0(980) pi0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.330"
    },
    {
        "description": "D0 --> f_0(500) pi0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.329"
    },
    {
        "description": "D0 --> f_0(1370) pi0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.373"
    },
    {
        "description": "D0 --> f_0(1500) pi0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.374"
    },
    {
        "description": "D0 --> f_0(1710) pi0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.375"
    },
    {
        "description": "D0 --> f_2(1270) pi0 , f_2 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.376"
    },
    {
        "description": "D0 --> pi+ pi- pi0  nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  nonresonant",
        "pdgId": "S032.377"
    },
    {
        "description": "D0 --> 3pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.314"
    },
    {
        "description": "D0 --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.18"
    },
    {
        "description": "D0 --> a_1(1260)+ pi- , a_1()+ --> 2pi+ pi- total",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ total",
        "pdgId": "S032.348"
    },
    {
        "description": "D0 --> a_1(1260)+ pi- , a_1()+ --> rho0 pi+ S-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit S}{\\mathrm -wave}$",
        "pdgId": "S032.349"
    },
    {
        "description": "D0 --> a_1(1260)+ pi- , a_1()+ --> rho0 pi+ D-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit D}{\\mathrm -wave}$",
        "pdgId": "S032.350"
    },
    {
        "description": "D0 --> a_1(1260)+ pi- , a_1()+ --> sigma pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.351"
    },
    {
        "description": "D0 --> a_1(1260)- pi+ , a_1()- --> rho0 pi- S-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{-}}{\\mathit S}{\\mathrm -wave}$",
        "pdgId": "S032.445"
    },
    {
        "description": "D0 --> a_1(1260)- pi+ , a_1()- --> sigma pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.447"
    },
    {
        "description": "D0--> pi(1300)+ pi- , pi(1300)+ --> sigma pi+",
        "description_tex": "${{\\mathit \\pi}{(1300)}^{+}}$  ${{\\mathit \\pi}^{-}}$    ,    ${{\\mathit \\pi}{(1300)}^{+}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.448"
    },
    {
        "description": "D0 --> pi(1300)- pi+ , pi(1300)- --> sigma pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\pi}{(1300)}^{-}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.449"
    },
    {
        "description": "D0 --> a_1(1640)+ pi- , a_1()+ --> rho0 pi+ D-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1640)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{\\mathit D}{\\mathrm -wave}$",
        "pdgId": "S032.450"
    },
    {
        "description": "D0 --> a_1(1640)+ pi- , a_1()+ --> sigma pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1640)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.451"
    },
    {
        "description": "D0 --> pi_2(1670)+ pi- , pi_2()+ --> f_2(1270)0 pi+ , f_2()0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\pi}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.452"
    },
    {
        "description": "D0 --> pi_2(1670)+ pi- , pi_2()+ --> sigma pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{2}}}{(1670)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\pi}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.453"
    },
    {
        "description": "D0 --> 2 rho0  total",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\rho}^{0}}$  total",
        "pdgId": "S032.352"
    },
    {
        "description": "D0 --> 2 rho0, parallel helicities",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\rho}^{0}}$  ,  parallel helicities",
        "pdgId": "S032.353"
    },
    {
        "description": "D0 --> 2 rho0, perpendicular helicities",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\rho}^{0}}$  ,  perpendicular helicities",
        "pdgId": "S032.354"
    },
    {
        "description": "D0 --> 2 rho0, longitudinal helicities",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2  ${{\\mathit \\rho}^{0}}$  ,  longitudinal helicities",
        "pdgId": "S032.355"
    },
    {
        "description": "D0 --> 2rho(770)0 , S-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "S032.456"
    },
    {
        "description": "D0 --> 2rho(770)0 , P-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "S032.457"
    },
    {
        "description": "D0 --> 2rho(770)0 , D-wave",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\rho}{(770)}^{0}}$  ,   ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "S032.458"
    },
    {
        "description": "D0 --> Resonant (pi+ pi-) pi+ pi- {} 3-body total",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   Resonant (${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$   3-body total",
        "pdgId": "S032.356"
    },
    {
        "description": "D0 --> sigma pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.357"
    },
    {
        "description": "D0 --> sigma rho(770)0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\sigma}}{{\\mathit \\rho}{(770)}^{0}}$",
        "pdgId": "S032.455"
    },
    {
        "description": "D0 --> f_0(980) pi+ pi- , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.358"
    },
    {
        "description": "D0 --> f_2(1270) pi+ pi- , f_2 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.359"
    },
    {
        "description": "D0 --> 2f_2(1270) , f_2 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.459"
    },
    {
        "description": "D0 --> f_0(1370) sigma , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\sigma}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.454"
    },
    {
        "description": "D0 --> pi+ pi- 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.315"
    },
    {
        "description": "D0 --> 4pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.583"
    },
    {
        "description": "D0 --> eta pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.316"
    },
    {
        "description": "D0 --> omega pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.317"
    },
    {
        "description": "D0 --> omega eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "S032.496"
    },
    {
        "description": "D0 --> 2pi+ 2pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.95"
    },
    {
        "description": "D0 --> pi+ pi- 3pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.586"
    },
    {
        "description": "D0 --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.587"
    },
    {
        "description": "D0 --> eta pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.318"
    },
    {
        "description": "D0 --> rho(770)0 eta , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit \\eta}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.593"
    },
    {
        "description": "D0 --> a_0(980)- pi+ , a_0()- --> pi- eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S032.594"
    },
    {
        "description": "D0 --> a_0(980)+ pi- , a_0()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S032.595"
    },
    {
        "description": "D0 --> a_2(1320)+ pi- , a_2()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S032.596"
    },
    {
        "description": "D0 --> a_2(1700)+ pi- , a_2()+ --> pi+ eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{2}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S032.597"
    },
    {
        "description": "D0 --> (pi+ pi-)(S-wave) eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit \\eta}}$",
        "pdgId": "S032.598"
    },
    {
        "description": "D0 --> omega pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.319"
    },
    {
        "description": "D0 --> omega pi0 pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.562"
    },
    {
        "description": "D0 --> eta 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.498"
    },
    {
        "description": "D0 --> pi+ pi- pi0 eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S032.559"
    },
    {
        "description": "D0 --> eta 3pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.584"
    },
    {
        "description": "D0 --> eta 2pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.585"
    },
    {
        "description": "D0 --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.96"
    },
    {
        "description": "D0 --> eta^'(958) pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.378"
    },
    {
        "description": "D0 --> eta^'(958) pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.379"
    },
    {
        "description": "D0 --> 2eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}}$",
        "pdgId": "S032.380"
    },
    {
        "description": "D0 --> 2eta pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.499"
    },
    {
        "description": "D0 --> 2eta pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.582"
    },
    {
        "description": "D0 --> 3eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  3 ${{\\mathit \\eta}}$",
        "pdgId": "S032.500"
    },
    {
        "description": "D0 --> eta eta^'(958)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S032.381"
    },
    {
        "description": "D0 --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.7"
    },
    {
        "description": "D0 --> 2K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$",
        "pdgId": "S032.35"
    },
    {
        "description": "D0 --> K0S K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.93"
    },
    {
        "description": "D0 --> Kbar^*(892)0 K0S , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.91"
    },
    {
        "description": "D0 --> K^*(892)+ K- , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.412"
    },
    {
        "description": "D0 --> Kbar^*(1410)0 K0S , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(1410)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.417"
    },
    {
        "description": "D0 --> K^*(1410)+ K- , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.414"
    },
    {
        "description": "D0 --> (K- pi+ )(S-wave) K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S032.420"
    },
    {
        "description": "D0 --> ( K0S pi+ )(S-wave) K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.419"
    },
    {
        "description": "D0 --> a_0(980)- pi+ , a_0()- --> K0S K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.423"
    },
    {
        "description": "D0 --> a_0(1450)- pi+ , a_0()- --> K0S K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.424"
    },
    {
        "description": "D0 --> a_2(1320)- pi+ , a_2()- --> K0S K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{2}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.429"
    },
    {
        "description": "D0 --> rho(1450)- pi+ , rho()- --> K0S K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.425"
    },
    {
        "description": "D0 --> K0S K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.123"
    },
    {
        "description": "D0 --> K^*(892)0 K0S , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.124"
    },
    {
        "description": "D0 --> K^*(892)- K+ , K^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.413"
    },
    {
        "description": "D0 --> K^*(1410)0 K0S , K^*()0 --> K+ pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.418"
    },
    {
        "description": "D0 --> K^*(1410)- K+ , K^*()- --> K0S pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.415"
    },
    {
        "description": "D0 --> (K+ pi- )(S-wave) K0S",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S032.421"
    },
    {
        "description": "D0 --> ( K0S pi- )(S-wave) K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  (  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S032.422"
    },
    {
        "description": "D0 --> a_0(980)+ pi- , a_0()+ --> K0S K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S032.426"
    },
    {
        "description": "D0 --> a_0(1450)+ pi- , a_0()+ --> K0S K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S032.427"
    },
    {
        "description": "D0 --> rho(1700)+ pi- , rho()+ --> K0S K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S032.428"
    },
    {
        "description": "D0 --> K+ K- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.243"
    },
    {
        "description": "D0 --> K^*(892)+ K- , K^*(892)+ --> K+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*}{(892)}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.344"
    },
    {
        "description": "D0 --> K^*(892)- K+ , K^*(892)- --> K- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*}{(892)}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.345"
    },
    {
        "description": "D0 --> (K+ pi0)(S-wave) K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S032.364"
    },
    {
        "description": "D0 --> (K- pi0)(S-wave) K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S032.365"
    },
    {
        "description": "D0 --> f_0(980) pi0 , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.366"
    },
    {
        "description": "D0 --> phi pi0 , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.346"
    },
    {
        "description": "D0 --> K+ K- pi0 nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ nonresonant",
        "pdgId": "S032.347"
    },
    {
        "description": "D0 --> 2K0S pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.242"
    },
    {
        "description": "D0 --> K+ K- eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S032.554"
    },
    {
        "description": "D0 --> phi(1020) eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\eta}}$",
        "pdgId": "S032.569"
    },
    {
        "description": "D0 --> K+ K- eta nonresonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$ nonresonant",
        "pdgId": "S032.568"
    },
    {
        "description": "D0 --> 2K0S eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S032.555"
    },
    {
        "description": "D0 --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.563"
    },
    {
        "description": "D0 --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.63"
    },
    {
        "description": "D0 --> phi (pi+ pi-)(S-wave) , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.115"
    },
    {
        "description": "D0 --> (phi rho0)(S-wave) , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.134"
    },
    {
        "description": "D0 --> (phi rho0 )(P-wave) , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.461"
    },
    {
        "description": "D0 --> (phi rho0)(D-wave) , phi --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit D}{\\mathrm -wave}}$   ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.395"
    },
    {
        "description": "D0 --> K^*(892)0 Kbar^*(892)0 , K^*()0 --> K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.137"
    },
    {
        "description": "D0 --> K+ K- rho0  3-body",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$  3-body",
        "pdgId": "S032.220"
    },
    {
        "description": "D0 --> f_0(980) pi+ pi- , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.338"
    },
    {
        "description": "D0 --> (K^*(892)0 Kbar^*(892)0)(S-wave) , K^*()0 --> K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*(}}$)0 $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.396"
    },
    {
        "description": "D0 --> (K^*(892)0 Kbar^*(892)0 )(P-wave) , K^* --> K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.462"
    },
    {
        "description": "D0 --> (K^*(892)0 Kbar^*(892)0 )(D-wave) , K^* --> K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$) $_{{\\mathit D}{\\mathrm -wave}}$   ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.463"
    },
    {
        "description": "D0 --> K^*(892)0 K-+ pi+- 3-body, K^*()0 --> K+- pi-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$  3-body,  ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S032.208"
    },
    {
        "description": "D0 --> K^*(892)0 (K- pi+ )(S-wave) 3-body , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$ 3-body   ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.470"
    },
    {
        "description": "D0 --> (K- pi+)(P-wave) , (K+ pi-)(S-wave)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit P}{\\mathrm -wave}}$   ,  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S032.397"
    },
    {
        "description": "D0 --> K_1(1270)+- K-+ , K_1()+- --> K+- pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit K}_{{{1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.336"
    },
    {
        "description": "D0 --> K_1(1270)+ K- , K_1()+ --> K^*()0 pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.398"
    },
    {
        "description": "D0 --> K_1(1270)+ K- , K_1()+ --> K^*(1430)0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.466"
    },
    {
        "description": "D0 --> K_1(1270)+ K- , K_1()+ --> rho0 K+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S032.399"
    },
    {
        "description": "D0 --> K_1(1270)+ K- , K_1()+ --> omega(782) K+ , omega --> pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.467"
    },
    {
        "description": "D0 --> K_1(1270)- K+ , K_1()- --> Kbar^*()0 pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.400"
    },
    {
        "description": "D0 --> K_1(1270)- K+ , K_1()- --> rho0 K-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S032.401"
    },
    {
        "description": "D0 --> K_1(1400)+- K-+ , K_1()+- --> K+- pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit K}_{{{1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.337"
    },
    {
        "description": "D0 --> K_1(1400)+ K- , K_1^+ --> K^*(892)0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.465"
    },
    {
        "description": "D0 --> K^*(1410)+ K- , K^*()+ --> K^*()0 pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.402"
    },
    {
        "description": "D0 --> K^*(1410)- K+ , K^*()- --> Kbar^*()0 pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit K}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.403"
    },
    {
        "description": "D0 --> K_1(1680)+ K- , K_1()+ --> K^*()0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1680)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit K}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.468"
    },
    {
        "description": "D0 --> K+ K- pi+ pi- non-resonant",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ non-resonant",
        "pdgId": "S032.469"
    },
    {
        "description": "D0 --> 2K0S pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.215"
    },
    {
        "description": "D0 --> K0S K- pi+ pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.564"
    },
    {
        "description": "D0 --> K0S K+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.565"
    },
    {
        "description": "D0 --> K0S K- 2pi+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.178"
    },
    {
        "description": "D0 --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.131"
    },
    {
        "description": "D0 --> phi pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.212"
    },
    {
        "description": "D0 --> phi eta",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "S032.213"
    },
    {
        "description": "D0 --> phi omega",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\omega}}$",
        "pdgId": "S032.214"
    },
    {
        "description": "D0 --> rho0 gamma",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S032.245"
    },
    {
        "description": "D0 --> omega gamma",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "S032.246"
    },
    {
        "description": "D0 --> phi gamma",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S032.247"
    },
    {
        "description": "D0 --> Kbar^*(892)0 gamma",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S032.248"
    },
    {
        "description": "D0 --> K+ lepton- nubar_lepton  via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{-}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}}$  via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.241"
    },
    {
        "description": "D0 --> K+ or K^*(892)+ e- nubar_e via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ or ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$ via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.311"
    },
    {
        "description": "D0 --> K+ pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.50"
    },
    {
        "description": "D0 --> K+ pi-  via DCS",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  via DCS",
        "pdgId": "S032.362"
    },
    {
        "description": "D0 --> K+ pi-  via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.6"
    },
    {
        "description": "D0 --> K0S pi+ pi-  in D0 --> Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  in ${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.339"
    },
    {
        "description": "D0 --> K^*(892)+ pi- , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.287"
    },
    {
        "description": "D0 --> K_0^*(1430)+ pi- , K_0^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.385"
    },
    {
        "description": "D0 --> K_2^*(1430)+ pi- , K_2^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}_{{{2}}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S032.386"
    },
    {
        "description": "D0 --> K+ pi- pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.277"
    },
    {
        "description": "D0 --> K+ pi- pi0  via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.343"
    },
    {
        "description": "D0 --> K+ pi- 2pi0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S032.577"
    },
    {
        "description": "D0 --> K+ pi+ 2pi- via DCS",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$ via DCS",
        "pdgId": "S032.432"
    },
    {
        "description": "D0 --> K+ pi+ 2pi-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S032.51"
    },
    {
        "description": "D0 --> K+ pi+ 2pi-  via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.222"
    },
    {
        "description": "D0 --> K+ pi-  or  K+ pi+ 2pi-  via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  or   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$  via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.244"
    },
    {
        "description": "D0 --> mu- anything via Dbar0",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}$ anything via ${{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S032.26"
    },
    {
        "description": "D0 --> gamma gamma",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S032.45"
    },
    {
        "description": "D0 --> e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.39"
    },
    {
        "description": "D0 --> mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.28"
    },
    {
        "description": "D0 --> pi0 e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.225"
    },
    {
        "description": "D0 --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.216"
    },
    {
        "description": "D0 --> pi0 nu nubar",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S032.571"
    },
    {
        "description": "D0 --> eta e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.226"
    },
    {
        "description": "D0 --> eta mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.227"
    },
    {
        "description": "D0 --> pi+ pi- e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.262"
    },
    {
        "description": "D0 --> rho0 e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.52"
    },
    {
        "description": "D0 --> pi+ pi- mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.263"
    },
    {
        "description": "D0 --> pi+ pi- mu+ mu- (non-res)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ (non-res)",
        "pdgId": "S032.471"
    },
    {
        "description": "D0 --> rho0 mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.53"
    },
    {
        "description": "D0 --> omega e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.228"
    },
    {
        "description": "D0 --> omega mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.229"
    },
    {
        "description": "D0 --> K- K+ e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.266"
    },
    {
        "description": "D0 --> phi e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.230"
    },
    {
        "description": "D0 --> K- K+ mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.267"
    },
    {
        "description": "D0 --> K- K+ mu+ mu- (non-res)",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ (non-res)",
        "pdgId": "S032.473"
    },
    {
        "description": "D0 --> phi mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.231"
    },
    {
        "description": "D0 --> Kbar0 e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.67"
    },
    {
        "description": "D0 --> Kbar0 mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.217"
    },
    {
        "description": "D0 --> K- pi+ e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.264"
    },
    {
        "description": "D0 --> K- pi+ e+ e-  , 675 < mass(e e) < 875 MeV",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$   ,  675 $&lt;$ ${\\mathit m}_{{{\\mathit e}} {{\\mathit e}}}$ $&lt;$ 875 MeV",
        "pdgId": "S032.551"
    },
    {
        "description": "D0 --> K- pi+ e+ e-  , 1.005 < mass(e e) < 1.035 GeV",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$   ,  1.005 $&lt;$ ${\\mathit m}_{{{\\mathit e}} {{\\mathit e}}}$ $&lt;$ 1.035 GeV",
        "pdgId": "S032.552"
    },
    {
        "description": "D0 --> Kbar^*(892)0 e+ e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.232"
    },
    {
        "description": "D0 --> K- pi+ mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.265"
    },
    {
        "description": "D0 --> K- pi+ mu+ mu-  , 675 < mass(mu mu) < 875 MeV",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$   ,  675 $&lt;$ ${\\mathit m}_{{{\\mathit \\mu}} {{\\mathit \\mu}}}$ $&lt;$ 875 MeV",
        "pdgId": "S032.434"
    },
    {
        "description": "D0 --> Kbar^*(892)0 mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.233"
    },
    {
        "description": "D0 --> pi+ pi- pi0 mu+ mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.218"
    },
    {
        "description": "D0 --> mu+- e-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}}$",
        "pdgId": "S032.40"
    },
    {
        "description": "D0 --> pi0 e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.234"
    },
    {
        "description": "D0 --> eta e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.235"
    },
    {
        "description": "D0 --> pi+ pi- e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.268"
    },
    {
        "description": "D0 --> rho0 e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.236"
    },
    {
        "description": "D0 --> omega e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.237"
    },
    {
        "description": "D0 --> K- K+ e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.270"
    },
    {
        "description": "D0 --> phi e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.238"
    },
    {
        "description": "D0 --> Kbar0 e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.239"
    },
    {
        "description": "D0 --> K- pi+ e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.269"
    },
    {
        "description": "D0 --> Kbar^*(892)0 e+- mu-+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S032.240"
    },
    {
        "description": "D0 --> 2pi- 2e+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S032.253"
    },
    {
        "description": "D0 --> 2pi- 2mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.254"
    },
    {
        "description": "D0 --> K- pi- 2e+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S032.255"
    },
    {
        "description": "D0 --> K- pi- 2mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.256"
    },
    {
        "description": "D0 --> 2K- 2e+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S032.257"
    },
    {
        "description": "D0 --> 2K- 2mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.258"
    },
    {
        "description": "D0 --> pi- pi- e+ mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.259"
    },
    {
        "description": "D0 --> K- pi- e+ mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.260"
    },
    {
        "description": "D0 --> 2K- e+ mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.261"
    },
    {
        "description": "D0 --> p e-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}$",
        "pdgId": "S032.387"
    },
    {
        "description": "D0 --> pbar e+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}$",
        "pdgId": "S032.388"
    },
    {
        "description": "D0 --> p mu-",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S032.591"
    },
    {
        "description": "D0 --> pbar mu+",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S032.592"
    },
    {
        "description": "D0 --> Unaccounted decay modes",
        "description_tex": "${{\\mathit D}^{0}}$   $\\rightarrow$   Unaccounted decay modes",
        "pdgId": "S032.19"
    },
    {
        "description": "D^*(2007)0",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "M061"
    },
    {
        "description": "D*(2007)0 MASS",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$ MASS",
        "pdgId": "M061M"
    },
    {
        "description": "mass(D*(2007)0)-mass(D0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}^{*}{(2007)}^{0}}}-{\\mathit m}_{{{\\mathit D}^{0}}}$",
        "pdgId": "M061DM"
    },
    {
        "description": "D*(2007)0 WIDTH",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$ WIDTH",
        "pdgId": "M061W"
    },
    {
        "description": "G(D*(2007)0 --> D0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M061R2"
    },
    {
        "description": "G(D*(2007)0 --> D0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M061R1"
    },
    {
        "description": "G(D*(2007)0 --> D0 pi0)/G(D*(2007)0 --> D0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M061R3"
    },
    {
        "description": "G(D*(2007)0 --> D0 e+ e-)/G(D*(2007)0 --> D0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "M061R00"
    },
    {
        "description": "G(D*(2007)0 --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M061R01"
    },
    {
        "description": "G(D*(2007)0 --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M061R02"
    },
    {
        "description": "D^*(2007)0 --> D0 pi0",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M061.1"
    },
    {
        "description": "D^*(2007)0 --> D0 gamma",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M061.2"
    },
    {
        "description": "D^*(2007)0 --> D0 e+ e-",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M061.3"
    },
    {
        "description": "D^*(2007)0 --> mu+ mu-",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M061.4"
    },
    {
        "description": "D^*(2007)0 --> e+ e-",
        "description_tex": "${{\\mathit D}^{*}{(2007)}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M061.5"
    },
    {
        "description": "D^*(2010)+-",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{\\pm}}$",
        "pdgId": "M062"
    },
    {
        "description": "D*(2010)+- MASS",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{\\pm}}$ MASS",
        "pdgId": "M062M"
    },
    {
        "description": "mass(D*(2010)+)-mass(D+)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}^{*}{(2010)}^{+}}}-{\\mathit m}_{{{\\mathit D}^{+}}}$",
        "pdgId": "M062MD"
    },
    {
        "description": "mass(D*(2010)+)-mass(D0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}^{*}{(2010)}^{+}}}-{\\mathit m}_{{{\\mathit D}^{0}}}$",
        "pdgId": "M062DM"
    },
    {
        "description": "mass(D*(2010)+)-mass(D*(2007)0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}^{*}{(2010)}^{+}}}-{\\mathit m}_{{{\\mathit D}^{*}{(2007)}^{0}}}$",
        "pdgId": "M062EM"
    },
    {
        "description": "D*(2010)+- WIDTH",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{\\pm}}$ WIDTH",
        "pdgId": "M062W"
    },
    {
        "description": "G(D*(2010)+ --> D0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M062R1"
    },
    {
        "description": "G(D*(2010)+ --> D+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M062R3"
    },
    {
        "description": "G(D*(2010)+ --> D+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M062R2"
    },
    {
        "description": "G(D*(2010)+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M062R00"
    },
    {
        "description": "G(D*(2010)+ --> mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M062R01"
    },
    {
        "description": "D^*(2010)+ --> D0 pi+",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M062.1"
    },
    {
        "description": "D^*(2010)+ --> D+ pi0",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M062.3"
    },
    {
        "description": "D^*(2010)+ --> D+ gamma",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "M062.2"
    },
    {
        "description": "D^*(2010)+ --> e+ nu_e",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "M062.5"
    },
    {
        "description": "D^*(2010)+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit D}^{*}{(2010)}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "M062.6"
    },
    {
        "description": "D_0^*(2300)",
        "description_tex": "${{\\mathit D}_{{{0}}}^{*}{(2300)}}$",
        "pdgId": "M252"
    },
    {
        "description": "D_0*(2300) MASS",
        "description_tex": "${{\\mathit D}_{{{0}}}^{*}{(2300)}}$ MASS",
        "pdgId": "M252M"
    },
    {
        "description": "D_0*(2300) WIDTH",
        "description_tex": "${{\\mathit D}_{{{0}}}^{*}{(2300)}}$ WIDTH",
        "pdgId": "M252W"
    },
    {
        "description": "G(D_0*(2300) --> D pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{0}}}^{*}{(2300)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M252R01"
    },
    {
        "description": "D_0^*(2300) --> D pi+-",
        "description_tex": "${{\\mathit D}_{{{0}}}^{*}{(2300)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M252.1"
    },
    {
        "description": "D_1(2420)",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$",
        "pdgId": "M253"
    },
    {
        "description": "D_1(2420) MASS",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$ MASS",
        "pdgId": "M253M"
    },
    {
        "description": "mass(D_1(2420)0)-mass(D*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{1}}}{(2420)}^{0}}}-{\\mathit m}_{{{\\mathit D}^{*+}}}$",
        "pdgId": "M253DM"
    },
    {
        "description": "mass(D_1(2420)+-)-mass(D_1(2420)0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{1}}}{(2420)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{1}}}{(2420)}^{0}}}$",
        "pdgId": "M253DMC"
    },
    {
        "description": "D_1(2420) WIDTH",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$ WIDTH",
        "pdgId": "M253W"
    },
    {
        "description": "G(D_1(2420) --> D*(2007)0 pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M253R01"
    },
    {
        "description": "G(D_1(2420) --> D0 pi)/G(D_1(2420) --> D*(2007)0 pi)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}})/\\Gamma({{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}})$",
        "pdgId": "M253R02"
    },
    {
        "description": "D_1(2420) POLARIZATION AMPLITUDE A(D_1)",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}_{{{1}}}}}$",
        "pdgId": "M253PAH"
    },
    {
        "description": "D_1(2420) --> D^*(2007)0 pi",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}}$",
        "pdgId": "M253.1"
    },
    {
        "description": "D_1(2420) --> D pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M253.3"
    },
    {
        "description": "D_1(2420) --> D rho0",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M253.4"
    },
    {
        "description": "D_1(2420) --> D f_0(500)",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit f}_{{{0}}}{(500)}}$",
        "pdgId": "M253.5"
    },
    {
        "description": "D_1(2420) --> D_0^*(2300)0 pi",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{0}}{{\\mathit \\pi}}$",
        "pdgId": "M253.6"
    },
    {
        "description": "D_1(2420) --> D0 pi",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}}$",
        "pdgId": "M253.2"
    },
    {
        "description": "D_1(2420) --> D^* pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2420)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M253.7"
    },
    {
        "description": "D_1(2430)0",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2430)}^{0}}$",
        "pdgId": "M180"
    },
    {
        "description": "D_1(2430)0 MASS",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2430)}^{0}}$ MASS",
        "pdgId": "M180M"
    },
    {
        "description": "D_1(2430)0 WIDTH",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2430)}^{0}}$ WIDTH",
        "pdgId": "M180W"
    },
    {
        "description": "D_1(2430)0 --> D^*(2010)+ pi-",
        "description_tex": "${{\\mathit D}_{{{1}}}{(2430)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M180.1"
    },
    {
        "description": "D_2^*(2460)",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$",
        "pdgId": "M254"
    },
    {
        "description": "D_2*(2460) MASS",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$ MASS",
        "pdgId": "M254M"
    },
    {
        "description": "mass(D_2*(2460)0)-mass(D+)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}}-{\\mathit m}_{{{\\mathit D}^{+}}}$",
        "pdgId": "M254DM"
    },
    {
        "description": "mass(D_2*(2460)0)-mass(D*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}}-{\\mathit m}_{{{\\mathit D}^{*+}}}$",
        "pdgId": "M254DM2"
    },
    {
        "description": "mass(D_2*(2460)+-)-mass(D_2*(2460)0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{2}}}^{*}{(2460)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}}$",
        "pdgId": "M254DMC"
    },
    {
        "description": "D_2*(2460) WIDTH",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$ WIDTH",
        "pdgId": "M254W"
    },
    {
        "description": "G(D_2*(2460) --> D pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M254R1"
    },
    {
        "description": "G(D_2*(2460) --> D*(2010) pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M254R2"
    },
    {
        "description": "G(D_2*(2460) --> D pi-)/G(D_2*(2460) --> D*(2010) pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M254R3"
    },
    {
        "description": "G(D_2*(2460) --> D pi-)/[G(D_2*(2460) --> D pi-)+ G(D_2*(2460) --> D*(2010) pi-)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{-}})/[\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{-}})$+ $\\Gamma({{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}}{{\\mathit \\pi}^{-}})\\rbrack{}$",
        "pdgId": "M254R01"
    },
    {
        "description": "D_2*(2460) POLARIZATION AMPLITUDE A(D_2)",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}_{{{2}}}}}$",
        "pdgId": "M254PAM"
    },
    {
        "description": "D_2^*(2460) --> D pi-",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M254.1"
    },
    {
        "description": "D_2^*(2460) --> D^*(2010) pi-",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M254.2"
    },
    {
        "description": "D_2^*(2460) --> D pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M254.3"
    },
    {
        "description": "D_2^*(2460) --> D^*() pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{2}}}^{*}{(2460)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M254.4"
    },
    {
        "description": "D_0(2550)0",
        "description_tex": "${{\\mathit D}_{{{0}}}{(2550)}^{0}}$",
        "pdgId": "M198"
    },
    {
        "description": "D_0(2550)0  MASS",
        "description_tex": "${{\\mathit D}_{{{0}}}{(2550)}^{0}}$  MASS",
        "pdgId": "M198M"
    },
    {
        "description": "D_0(2550)0  WIDTH",
        "description_tex": "${{\\mathit D}_{{{0}}}{(2550)}^{0}}$  WIDTH",
        "pdgId": "M198W"
    },
    {
        "description": "D_0(2550)0 POLARIZATION AMPLITUDE A(D_J)",
        "description_tex": "${{\\mathit D}_{{{0}}}{(2550)}^{0}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}_{{{J}}}}}$",
        "pdgId": "M198PAM"
    },
    {
        "description": "D(2550)0 --> D^*()+ pi-",
        "description_tex": "${{\\mathit D}{(2550)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M198.1"
    },
    {
        "description": "D_1^*(2600)0",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2600)}^{0}}$",
        "pdgId": "M199"
    },
    {
        "description": "D_1*(2600)0 MASS",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2600)}^{0}}$ MASS",
        "pdgId": "M199M"
    },
    {
        "description": "D_1*(2600)0 WIDTH",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2600)}^{0}}$ WIDTH",
        "pdgId": "M199W"
    },
    {
        "description": "G(D_J*(2600) --> D+ pi-)/G(D_J*(2600) --> D*+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M199R01"
    },
    {
        "description": "D_J^*(2600) --> D pi",
        "description_tex": "${{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}}$",
        "pdgId": "M199.1"
    },
    {
        "description": "D_J^*(2600) --> D+ pi-",
        "description_tex": "${{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M199.2"
    },
    {
        "description": "D_J^*(2600) --> D0 pi+-",
        "description_tex": "${{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M199.3"
    },
    {
        "description": "D_J^*(2600) --> D^* pi",
        "description_tex": "${{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M199.4"
    },
    {
        "description": "D_J^*(2600) --> D^*()+ pi-",
        "description_tex": "${{\\mathit D}_{{{J}}}^{*}{(2600)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M199.5"
    },
    {
        "description": "D^*(2640)+-",
        "description_tex": "${{\\mathit D}^{*}{(2640)}^{\\pm}}$",
        "pdgId": "M158"
    },
    {
        "description": "D*(2640)+- MASS",
        "description_tex": "${{\\mathit D}^{*}{(2640)}^{\\pm}}$ MASS",
        "pdgId": "M158M"
    },
    {
        "description": "D*(2640)+- WIDTH",
        "description_tex": "${{\\mathit D}^{*}{(2640)}^{\\pm}}$ WIDTH",
        "pdgId": "M158W"
    },
    {
        "description": "D^*(2640)+ --> D^*(2010)+ pi+ pi-",
        "description_tex": "${{\\mathit D}^{*}{(2640)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M158.1"
    },
    {
        "description": "D_2(2740)0",
        "description_tex": "${{\\mathit D}_{{{2}}}{(2740)}^{0}}$",
        "pdgId": "M228"
    },
    {
        "description": "D_2(2740)0  MASS",
        "description_tex": "${{\\mathit D}_{{{2}}}{(2740)}^{0}}$  MASS",
        "pdgId": "M228M"
    },
    {
        "description": "D_2(2740)0  WIDTH",
        "description_tex": "${{\\mathit D}_{{{2}}}{(2740)}^{0}}$  WIDTH",
        "pdgId": "M228W"
    },
    {
        "description": "D_2(2740)0 POLARIZATION AMPLITUDE A(D_J)",
        "description_tex": "${{\\mathit D}_{{{2}}}{(2740)}^{0}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}_{{{J}}}}}$",
        "pdgId": "M228PAM"
    },
    {
        "description": "D(2740)0 --> D^*()+ pi-",
        "description_tex": "${{\\mathit D}{(2740)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M228.1"
    },
    {
        "description": "D_3^*(2750)",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$",
        "pdgId": "M203"
    },
    {
        "description": "D_3*(2750) MASS",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$ MASS",
        "pdgId": "M203M"
    },
    {
        "description": "D_3*(2750) WIDTH",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$ WIDTH",
        "pdgId": "M203W"
    },
    {
        "description": "G(D_3*(2750) --> D+ pi-)/G(D_3*(2750) --> D*+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M203R01"
    },
    {
        "description": "D_3*(2750) POLARIZATION AMPLITUDE A(D)",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}}}$",
        "pdgId": "M203PAM"
    },
    {
        "description": "D_3^*(2750) --> D pi",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}}$",
        "pdgId": "M203.1"
    },
    {
        "description": "D_3^*(2750) --> D+ pi-",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M203.2"
    },
    {
        "description": "D_3^*(2750) --> D0 pi+-",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M203.3"
    },
    {
        "description": "D_3^*(2750) --> D^* pi",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M203.4"
    },
    {
        "description": "D_3^*(2750) --> D^*()+ pi-",
        "description_tex": "${{\\mathit D}_{{{3}}}^{*}{(2750)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M203.5"
    },
    {
        "description": "D_1^*(2760)0",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}$",
        "pdgId": "M249"
    },
    {
        "description": "D_1*(2760)0 MASS",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}$ MASS",
        "pdgId": "M249M"
    },
    {
        "description": "D_1*(2760)0 WIDTH",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}$ WIDTH",
        "pdgId": "M249W"
    },
    {
        "description": "G(D_1*(2760)0 --> D+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M249R01"
    },
    {
        "description": "D_1^*(2760)0 --> D+ pi-",
        "description_tex": "${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M249.1"
    },
    {
        "description": "D(3000)0",
        "description_tex": "${{\\mathit D}{(3000)}^{0}}$",
        "pdgId": "M229"
    },
    {
        "description": "D(3000)0  MASS",
        "description_tex": "${{\\mathit D}{(3000)}^{0}}$  MASS",
        "pdgId": "M229M"
    },
    {
        "description": "D(3000)0  WIDTH",
        "description_tex": "${{\\mathit D}{(3000)}^{0}}$  WIDTH",
        "pdgId": "M229W"
    },
    {
        "description": "D(3000)0 POLARIZATION AMPLITUDE A(D_J)",
        "description_tex": "${{\\mathit D}{(3000)}^{0}}$ POLARIZATION AMPLITUDE A$_{{{\\mathit D}_{{{J}}}}}$",
        "pdgId": "M229PAM"
    },
    {
        "description": "D(3000)0 --> D^*()+ pi-",
        "description_tex": "${{\\mathit D}{(3000)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M229.1"
    },
    {
        "description": "D_s()+-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{\\pm}}$",
        "pdgId": "S034"
    },
    {
        "description": "D_s+- MASS",
        "description_tex": "${{\\mathit D}_{{{s}}}^{\\pm}}$ MASS",
        "pdgId": "S034M"
    },
    {
        "description": "mass(D_s+-)-mass(D+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s}}}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}^{\\pm}}}$",
        "pdgId": "S034DM"
    },
    {
        "description": "D_s+- MEAN LIFE",
        "description_tex": "${{\\mathit D}_{{{s}}}^{\\pm}}$ MEAN LIFE",
        "pdgId": "S034T"
    },
    {
        "description": "G(D_s+ --> e+  semileptonic)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$  semileptonic$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R28"
    },
    {
        "description": "G(D_s+ --> pi+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S32"
    },
    {
        "description": "G(D_s+ --> pi- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S33"
    },
    {
        "description": "G(D_s+ --> pi0  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S34"
    },
    {
        "description": "G(D_s+ --> K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R34"
    },
    {
        "description": "G(D_s+ --> K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R35"
    },
    {
        "description": "G(D_s+ --> K0S  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S37"
    },
    {
        "description": "G(D_s+ --> eta  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R02"
    },
    {
        "description": "G(D_s+ --> omega  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S35"
    },
    {
        "description": "G(D_s+ --> eta'  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R03"
    },
    {
        "description": "G(D_s+ --> f_0(980)  anything , f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}$  anything , ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$ ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S36"
    },
    {
        "description": "G(D_s+ --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R84"
    },
    {
        "description": "G(D_s+ --> K+ K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S38"
    },
    {
        "description": "G(D_s+ --> K0S K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S39"
    },
    {
        "description": "G(D_s+ --> K0S K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S40"
    },
    {
        "description": "G(D_s+ --> 2K0S  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S41"
    },
    {
        "description": "G(D_s+ --> 2K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S42"
    },
    {
        "description": "G(D_s+ --> 2K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S43"
    },
    {
        "description": "G(D_s+ --> 2pi+ pi- + anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P90"
    },
    {
        "description": "G(D_s+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R04"
    },
    {
        "description": "G(D_s+ --> mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R7"
    },
    {
        "description": "G(D_s+ --> mu+ nu_mu)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R50"
    },
    {
        "description": "G(D_s+ --> tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R76"
    },
    {
        "description": "G(D_s+ --> tau+ nu_tau)/G(D_s+ --> mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S034S20"
    },
    {
        "description": "G(D_s+ --> gamma e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P02"
    },
    {
        "description": "G(D_s+ --> K+ K- e+ nu_e)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S23"
    },
    {
        "description": "G(D_s+ --> K0S K0S e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P56"
    },
    {
        "description": "G(D_s+ --> phi e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S22"
    },
    {
        "description": "G(D_s+ --> phi e+ nu_e)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R29"
    },
    {
        "description": "G(D_s+ --> phi mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P01"
    },
    {
        "description": "G(D_s+ --> eta e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S44"
    },
    {
        "description": "G(D_s+ --> eta e+ nu_e)/G(D_s+ --> phi e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S034R71"
    },
    {
        "description": "G(D_s+ --> eta'(958) e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S45"
    },
    {
        "description": "G(D_s+ --> eta'(958) e+ nu_e)/G(D_s+ --> phi e+ nu_e)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})$",
        "pdgId": "S034R72"
    },
    {
        "description": "G(D_s+ --> eta mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R00"
    },
    {
        "description": "G(D_s+ --> eta'(958) mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P00"
    },
    {
        "description": "G(D_s+ --> omega e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S59"
    },
    {
        "description": "G(D_s+ --> K0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S46"
    },
    {
        "description": "G(D_s+ --> K_1(1270)0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P99"
    },
    {
        "description": "G(D_s+ --> K*(892)0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S47"
    },
    {
        "description": "G(D_s+ --> f_0(500) e+ nu(e)  ,  f_0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P55"
    },
    {
        "description": "G(D_s+ --> f_0(500) e+ nu(e)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q21"
    },
    {
        "description": "G(D_s+ --> f_0(980) e+ nu(e)  ,  f_0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P54"
    },
    {
        "description": "G(D_s+ --> f_0(980) e+ nu(e)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S48"
    },
    {
        "description": "G(D_s+ --> f_0(980) mu+ nu_mu  ,  f_0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q01"
    },
    {
        "description": "G(D_s+ --> a_0(980)0 e+ nu(e)  ,  a_00 --> pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P18"
    },
    {
        "description": "G(D_s+ --> pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P69"
    },
    {
        "description": "G(D_s+ --> b_1(1235)0 e+ nu(e)  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P98"
    },
    {
        "description": "G(D_s+ --> K+ K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S01"
    },
    {
        "description": "G(D_s+ --> K+ K0S)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P13"
    },
    {
        "description": "G(D_s+ --> K+ K0L)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_L^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P03"
    },
    {
        "description": "G(D_s+ --> K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S71"
    },
    {
        "description": "G(D_s+ --> K+ K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S02"
    },
    {
        "description": "G(D_s+ --> phi pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R6"
    },
    {
        "description": "G(D_s+ --> phi pi+  ,  phi --> K+ K-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R63"
    },
    {
        "description": "G(D_s+ --> K+ Kbar*(892)0)/G(D_s+ --> K*(892)+ Kbar0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{0}})$",
        "pdgId": "S034P86"
    },
    {
        "description": "G(D_s+ --> K+ Kbar*(892)0  ,  Kbar*0 --> K- pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R64"
    },
    {
        "description": "G(D_s+ --> K+ Kbar*(892)0  ,  Kbar*0 --> K0S pi0)/G(D_s+ --> K+ K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P81"
    },
    {
        "description": "G(D_s+ --> f_0(980) pi+  ,  f_0 --> K+ K-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R65"
    },
    {
        "description": "G(D_s+ --> f_0(1370) pi+  ,  f_0 --> K+ K-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S49"
    },
    {
        "description": "G(D_s+ --> f_0(1710) pi+  ,  f_0 --> K+ K-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R66"
    },
    {
        "description": "G(D_s+ --> a_0(980)+ pi0  ,  a_0+ --> K+ K0S)/G(D_s+ --> K+ K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P83"
    },
    {
        "description": "G(D_s+ --> a_0(1710)+ pi0  ,  a_0+ --> K+ K0S)/G(D_s+ --> K+ K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P85"
    },
    {
        "description": "G(D_s+ --> K+ Kbar_0*(1430)0  ,  Kbar_0* --> K- pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R67"
    },
    {
        "description": "G(D_s+ --> K+ Kbar*(1410)0  ,  Kbar_0* --> K0S pi0)/G(D_s+ --> K+ K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(1410)}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P84"
    },
    {
        "description": "G(D_s+ --> K+ K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S69"
    },
    {
        "description": "G(D_s+ --> K*(892)+ K0S  ,  K*+ --> K+ pi0)/G(D_s+ --> K+ K0S pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P82"
    },
    {
        "description": "G(D_s+ --> 2K0S pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S70"
    },
    {
        "description": "G(D_s+ --> f_0(980) pi+  ,  f_0 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P65"
    },
    {
        "description": "G(D_s+ --> f_0(1710) pi+  ,  f_0 --> K0S K0S)/G(D_s+ --> 2K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P63"
    },
    {
        "description": "G(D_s+ --> K*(892)+ K0S  ,  K*+ --> K0S pi+)/G(D_s+ --> 2K0S pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P64"
    },
    {
        "description": "G(D_s+ --> K*(892)+ Kbar0)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R27"
    },
    {
        "description": "G(D_s+ --> K+ K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S03"
    },
    {
        "description": "G(D_s+ --> phi rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P16"
    },
    {
        "description": "G(D_s+ --> phi rho+)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R31"
    },
    {
        "description": "G(D_s+ --> Kbar_1(1270)0 K+  ,  Kbar_1(1270)0 --> K- rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P25"
    },
    {
        "description": "G(D_s+ --> Kbar_1(1270)0 K+  ,  Kbar_1(1270)0 --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P24"
    },
    {
        "description": "G(D_s+ --> Kbar_1(1400)0 K+  ,  Kbar_1(1400)0 --> K*(892) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P26"
    },
    {
        "description": "G(D_s+ --> a_0(980)0 rho+  ,  a_00 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P27"
    },
    {
        "description": "G(D_s+ --> f_1(1420)0 pi+  ,  f_1(1420)0 --> K*(892)-+ K+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\mp}}{{\\mathit K}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P28"
    },
    {
        "description": "G(D_s+ --> f_1(1420)0 pi+  ,  f_10 --> a_0(980)0 pi0  ,  a_00 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P30"
    },
    {
        "description": "G(D_s+ --> eta(1475) pi+  ,  eta --> a_0(980)0 pi0  ,  a_00 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P31"
    },
    {
        "description": "G(D_s+ --> K0S K- 2pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S15"
    },
    {
        "description": "G(D_s+ --> K+ K- K0S pi+)/G(D_s+ --> K+ K0S pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034Q00"
    },
    {
        "description": "G(D_s+ --> K*(892)+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P17"
    },
    {
        "description": "G(D_s+ --> K*(892)+ Kbar*(892)0)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R38"
    },
    {
        "description": "G(D_s+ --> K*(892)+ Kbar*(892)0)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P44"
    },
    {
        "description": "G(D_s+ --> eta(1475) K0S  ,  eta --> K*(892)0 pi+  ,  K*0 --> K- pi+)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P48"
    },
    {
        "description": "G(D_s+ --> eta(1475) pi+  ,  eta --> Kbar*(892)+ K-  ,  Kbar*+ --> K0S pi+)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P49"
    },
    {
        "description": "G(D_s+ --> eta(1475) pi+  ,  eta --> a_0(980)- pi+  ,  a_0- --> K0S K-)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P47"
    },
    {
        "description": "G(D_s+ --> f_1(1285) pi+  ,  f_1 --> a_0(980)- pi+  ,  a_0- --> K0S K-)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P51"
    },
    {
        "description": "G(D_s+ --> K+ K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S66"
    },
    {
        "description": "G(D_s+ --> K+ K0S pi+ pi-)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R97"
    },
    {
        "description": "G(D_s+ --> K+ K- 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P57"
    },
    {
        "description": "G(D_s+ --> K+ K- 2pi+ pi-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R78"
    },
    {
        "description": "G(D_s+ --> phi 2pi+ pi-)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R9"
    },
    {
        "description": "G(D_s+ --> phi rho0 pi+  ,  phi --> K+ K-)/G(D_s+ --> K+ K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S1"
    },
    {
        "description": "G(D_s+ --> phi a_1(1260)+  ,  phi --> K+ K-  ,  a_1+ --> rho0 pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S2"
    },
    {
        "description": "G(D_s+ --> phi a_1(1260)+  ,  phi --> K+ K-  ,  a_1+ --> rho0 pi+)/G(D_s+ --> K+ K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P58"
    },
    {
        "description": "G(D_s+ --> phi 2pi+ pi-  non- rho  ,  phi --> K+ K-)/G(D_s+ --> K+ K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  non-  ${{\\mathit \\rho}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P08"
    },
    {
        "description": "G(D_s+ --> K+ K- rho0 pi+ non-phi)/G(D_s+ --> K+ K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$ non-${{\\mathit \\phi}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R99"
    },
    {
        "description": "G(D_s+ --> K+ K- 2pi+ pi-  nonresonant)/G(D_s+ --> K+ K- 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant$)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S3"
    },
    {
        "description": "G(D_s+ --> 2K0S 2pi+ pi-)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S12"
    },
    {
        "description": "G(D_s+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P23"
    },
    {
        "description": "G(D_s+ --> pi+ pi0)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034R05"
    },
    {
        "description": "G(D_s+ --> 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S16"
    },
    {
        "description": "G(D_s+ --> 2pi+ pi-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R80"
    },
    {
        "description": "G(D_s+ --> rho0 pi+)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R85"
    },
    {
        "description": "G(D_s+ --> omega pi+  ,  omega --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P87"
    },
    {
        "description": "G(D_s+ --> pi+ ( pi+ pi- )_S-wave)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{\\mathit S-{\\mathrm {wave}}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S13"
    },
    {
        "description": "G(D_s+ --> f_0(980) pi+  ,  f_0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R83"
    },
    {
        "description": "G(D_s+ --> f_0(1370) pi+  ,  f_0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R95"
    },
    {
        "description": "G(D_s+ --> f_0(1500) pi+  ,  f_0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R82"
    },
    {
        "description": "G(D_s+ --> f_2(1270) pi+  ,  f_2 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R81"
    },
    {
        "description": "G(D_s+ --> f_2'(1525)0 pi+  ,  f_2' --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P89"
    },
    {
        "description": "G(D_s+ --> rho(1450)0 pi+  ,  rho0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034R96"
    },
    {
        "description": "G(D_s+ --> rho(1700)0 pi+  ,  rho0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P88"
    },
    {
        "description": "G(D_s+ --> pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S51"
    },
    {
        "description": "G(D_s+ --> f_0(980) pi+  ,  f_0 --> pi0 pi0)/G(D_s+ --> pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P66"
    },
    {
        "description": "G(D_s+ --> f_0(1370) pi+  ,  f_0 --> pi0 pi0)/G(D_s+ --> pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P67"
    },
    {
        "description": "G(D_s+ --> f_2(1270) pi+  ,  f_2 --> pi0 pi0)/G(D_s+ --> pi+ 2pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P68"
    },
    {
        "description": "G(D_s+ --> 2pi+ pi- pi0)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R21"
    },
    {
        "description": "G(D_s+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S24"
    },
    {
        "description": "G(D_s+ --> omega pi+)/G(D_s+ --> eta pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R79"
    },
    {
        "description": "G(D_s+ --> eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S17"
    },
    {
        "description": "G(D_s+ --> eta pi+)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034S56"
    },
    {
        "description": "G(D_s+ --> eta pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P12"
    },
    {
        "description": "G(D_s+ --> eta pi+)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R2"
    },
    {
        "description": "G(D_s+ --> eta pi+)/G(D_s+ --> phi pi+  ,  phi --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S034P22"
    },
    {
        "description": "G(D_s+ --> (2pi+ pi- pi0)_non-eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q09"
    },
    {
        "description": "G(D_s+ --> f_0(1370) rho+  ,  f_0 rho+ --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q10"
    },
    {
        "description": "G(D_s+ --> f_0(980)0 rho+  ,  f_00 rho+ --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{0}}}^{0}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q11"
    },
    {
        "description": "G(D_s+ --> f_2(1270)0 rho+  ,  f_2(1270)0 rho+ --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q12"
    },
    {
        "description": "G(D_s+ --> (rho+ rho0 )_S-wave --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q13"
    },
    {
        "description": "G(D_s+ --> (rho(1450)+ rho0 )_S-wave --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q14"
    },
    {
        "description": "G(D_s+ --> (rho+ rho(1450)0 )_P-wave --> 2pi+ pi- pi0)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}{(1450)}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q15"
    },
    {
        "description": "G(D_s+ --> phi pi+  ,  phi --> rho pi)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q16"
    },
    {
        "description": "G(D_s+ --> omega pi+  ,  omega --> rho pi)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q17"
    },
    {
        "description": "G(D_s+ --> a_1(1260)+ pi0  ,  a_1+ --> (rho0 pi+ )_S-wave)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  ( ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q18"
    },
    {
        "description": "G(D_s+ --> a_1(1260)0 pi+  ,  a_10 --> (rho pi )_S-wave)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{0}}$  $\\rightarrow$  ( ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q19"
    },
    {
        "description": "G(D_s+ --> pi(1300)0 pi+  ,  pi0 --> (rho pi )_P-wave)/G(D_s+ --> (2pi+ pi- pi0)_non-eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\pi}^{0}}$  $\\rightarrow$  ( ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{{\\mathit P}{\\mathrm -wave}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}})$",
        "pdgId": "S034Q20"
    },
    {
        "description": "G(D_s+ --> 3pi+ 2pi-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R77"
    },
    {
        "description": "G(D_s+ --> eta rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S50"
    },
    {
        "description": "G(D_s+ --> eta rho+)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R32"
    },
    {
        "description": "G(D_s+ --> eta rho+)/G(D_s+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P05"
    },
    {
        "description": "G(D_s+ --> eta pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S67"
    },
    {
        "description": "G(D_s+ --> eta (pi+ pi0 ) _P-wave)/G(D_s+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit P}{\\mathrm -wave}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P06"
    },
    {
        "description": "G(D_s+ --> a_0(980)^+0 pi^0+  ,  a_0(980)^+0 --> eta pi^+0)/G(D_s+ --> eta pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{}^{+0}$  ${{\\mathit \\pi}}{}^{0+}$   ,   ${{\\mathit a}_{{{0}}}{(980)}}{}^{+0}$ $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{}^{+0})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P07"
    },
    {
        "description": "G(D_s+ --> omega pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S25"
    },
    {
        "description": "G(D_s+ --> 2pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P32"
    },
    {
        "description": "G(D_s+ --> a_1(1260)+ eta  ,  a_1+ --> rho(770)0 pi+  ,  rho0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P33"
    },
    {
        "description": "G(D_s+ --> a_1(1260)+ eta  ,  a_1+ --> f_0(500) pi+  ,  f_0 --> pi+ pi-)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P34"
    },
    {
        "description": "G(D_s+ --> a_0(980)+ rho(770)0  ,  a_0+ --> eta pi+)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\rho}{(770)}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P35"
    },
    {
        "description": "G(D_s+ --> eta(1405) pi+  ,  eta --> a_0(980)- pi+  ,  a_0- --> eta pi-)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P36"
    },
    {
        "description": "G(D_s+ --> eta(1405) pi+  ,  eta --> a_0(980)+ pi-  ,  a_0+ --> eta pi+)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P37"
    },
    {
        "description": "G(D_s+ --> f_1(1420) pi+  ,  f_1 --> a_0(980)- pi+  ,  a_0- --> eta pi-)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P39"
    },
    {
        "description": "G(D_s+ --> f_1(1420) pi+  ,  f_1 --> a_0(980)+ pi-  ,  a_0+ --> eta pi+)/G(D_s+ --> 2pi+ pi- eta)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S034P38"
    },
    {
        "description": "G(D_s+ --> 3pi+ 2pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R54"
    },
    {
        "description": "G(D_s+ --> omega 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S26"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S18"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034S57"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P10"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R15"
    },
    {
        "description": "G(D_s+ --> omega eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S27"
    },
    {
        "description": "G(D_s+ --> eta'(958) rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S72"
    },
    {
        "description": "G(D_s+ --> eta'(958) rho+)/G(D_s+ --> phi pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R33"
    },
    {
        "description": "G(D_s+ --> eta'(958) rho+)/G(D_s+ --> eta'(958) pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P59"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S68"
    },
    {
        "description": "G(D_s+ --> eta'(958) pi+ pi0  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S73"
    },
    {
        "description": "G(D_s+ --> K+ pi0)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034R06"
    },
    {
        "description": "G(D_s+ --> K+ pi0)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P15"
    },
    {
        "description": "G(D_s+ --> K+ pi0)/G(D_s+ --> phi pi+  ,  phi --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S034P19"
    },
    {
        "description": "G(D_s+ --> K0S pi+)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034R07"
    },
    {
        "description": "G(D_s+ --> K0S pi+)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P14"
    },
    {
        "description": "G(D_s+ --> K+ eta)/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034S54"
    },
    {
        "description": "G(D_s+ --> K+ eta)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P11"
    },
    {
        "description": "G(D_s+ --> K+ eta)/G(D_s+ --> phi pi+  ,  phi --> K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S034P20"
    },
    {
        "description": "G(D_s+ --> K+ eta)/G(D_s+ --> eta pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R08"
    },
    {
        "description": "G(D_s+ --> K+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S28"
    },
    {
        "description": "G(D_s+ --> K+ omega)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P72"
    },
    {
        "description": "G(D_s+ --> K+ eta'(958))/G(D_s+ --> K+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S034S55"
    },
    {
        "description": "G(D_s+ --> K+ eta'(958))/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034P09"
    },
    {
        "description": "G(D_s+ --> K+ eta'(958))/G(D_s+ --> eta'(958) pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R09"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S19"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S05"
    },
    {
        "description": "G(D_s+ --> K+ rho0)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S06"
    },
    {
        "description": "G(D_s+ --> K+ rho(1450)0  ,  rho0 --> pi+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1450)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S07"
    },
    {
        "description": "G(D_s+ --> K+ f_0(500)  ,  f_0 --> pi+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P60"
    },
    {
        "description": "G(D_s+ --> K+ f_0(980)  ,  f_0 --> pi+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P61"
    },
    {
        "description": "G(D_s+ --> K+ f_0(1370)  ,  f_0 --> pi+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034P62"
    },
    {
        "description": "G(D_s+ --> K*(892)0 pi+  ,  K*0 --> K+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S08"
    },
    {
        "description": "G(D_s+ --> K*(1410)0 pi+  ,  K*0 --> K+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S09"
    },
    {
        "description": "G(D_s+ --> K*(1430)0 pi+  ,  K*0 --> K+ pi-)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S10"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi- nonresonant)/G(D_s+ --> K+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S11"
    },
    {
        "description": "G(D_s+ --> K0S pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P92"
    },
    {
        "description": "G(D_s+ --> K0S rho(770)+  ,  rho+ --> pi+ pi0)/G(D_s+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(770)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P93"
    },
    {
        "description": "G(D_s+ --> K0S rho(1450)+  ,  rho+ --> pi+ pi0)/G(D_s+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P94"
    },
    {
        "description": "G(D_s+ --> K*(892)0 pi+  ,  K*0 --> K0S pi0)/G(D_s+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P95"
    },
    {
        "description": "G(D_s+ --> K*(892)+ pi0  ,  K*+ --> K0S pi+)/G(D_s+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P96"
    },
    {
        "description": "G(D_s+ --> K*(1410)0 pi+  ,  K*0 --> K0S pi0)/G(D_s+ --> K0S pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P97"
    },
    {
        "description": "G(D_s+ --> K0S 2pi+ pi-)/G(D_s+ --> K0S K- 2pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S034S04"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi- pi0)/G(D_s+ --> K+ K- pi+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P91"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P80"
    },
    {
        "description": "G(D_s+ --> K*(892)0 rho+  ,  K*0 --> K+ pi-)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P70"
    },
    {
        "description": "G(D_s+ --> K*(892)+ rho0  ,  K*+ --> K+ pi0)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P71"
    },
    {
        "description": "G(D_s+ --> K_1(1270)0 pi+  ,  K_10 --> K+ rho-)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P73"
    },
    {
        "description": "G(D_s+ --> K_1(1400)0 pi+  ,  K_10 --> K*(890)+ pi-  ,  K*+ --> K+ pi0)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(890)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P74"
    },
    {
        "description": "G(D_s+ --> K_1(1400)0 pi+  ,  K_10 --> K*(890)0 pi0  ,  K*0 --> K+ pi-)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(890)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P75"
    },
    {
        "description": "G(D_s+ --> K+ a_1(1260)0  ,  a_1 --> rho+ pi-)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$  ,   ${{\\mathit a}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P76"
    },
    {
        "description": "G(D_s+ --> K+ a_1(1260)0  ,  a_1 --> rho- pi+)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$  ,   ${{\\mathit a}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P77"
    },
    {
        "description": "G(D_s+ --> K+ pi+ pi- pi0  nonresonant)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  nonresonant$)/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P79"
    },
    {
        "description": "G(D_s+ --> (K+ pi0 ) _P-wave rho0)/G(D_s+ --> K+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit P}{\\mathrm -wave}}$  ${{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S034P78"
    },
    {
        "description": "G(D_s+ --> K+ omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S29"
    },
    {
        "description": "G(D_s+ --> K+ omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S30"
    },
    {
        "description": "G(D_s+ --> K+ omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S31"
    },
    {
        "description": "G(D_s+ --> 2K+ K-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R98"
    },
    {
        "description": "G(D_s+ --> phi K+  ,  phi --> K+ K-)/G(D_s+ --> 2K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S034S60"
    },
    {
        "description": "G(D_s+ --> rho(770)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q08"
    },
    {
        "description": "G(D_s+ --> 2K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q02"
    },
    {
        "description": "G(D_s+ --> 2K+ pi-)/G(D_s+ --> K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S034R01"
    },
    {
        "description": "G(D_s+ --> K+ K*(892)0  ,  K*0 --> K+ pi-)/G(D_s+ --> 2K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S034S61"
    },
    {
        "description": "G(D_s+ --> 2K+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q03"
    },
    {
        "description": "G(D_s+ --> p nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S21"
    },
    {
        "description": "G(D_s+ --> p pbar e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034P04"
    },
    {
        "description": "G(D_s+ --> pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R87"
    },
    {
        "description": "G(D_s+ --> pi+ phi  ,  phi --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S58"
    },
    {
        "description": "G(D_s+ --> pi+ pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q05"
    },
    {
        "description": "G(D_s+ --> rho+ phi  ,  phi --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q04"
    },
    {
        "description": "G(D_s+ --> pi+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R57"
    },
    {
        "description": "G(D_s+ --> K+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R88"
    },
    {
        "description": "G(D_s+ --> K+ pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q06"
    },
    {
        "description": "G(D_s+ --> K0S pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034Q07"
    },
    {
        "description": "G(D_s+ --> K+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R58"
    },
    {
        "description": "G(D_s+ --> K*(892)+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R59"
    },
    {
        "description": "G(D_s+ --> pi+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S62"
    },
    {
        "description": "G(D_s+ --> pi+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S63"
    },
    {
        "description": "G(D_s+ --> K+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S64"
    },
    {
        "description": "G(D_s+ --> K+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034S65"
    },
    {
        "description": "G(D_s+ --> pi- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R91"
    },
    {
        "description": "G(D_s+ --> pi- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R60"
    },
    {
        "description": "G(D_s+ --> pi- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R92"
    },
    {
        "description": "G(D_s+ --> K- 2e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R93"
    },
    {
        "description": "G(D_s+ --> K- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R61"
    },
    {
        "description": "G(D_s+ --> K- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R94"
    },
    {
        "description": "G(D_s+ --> K*(892)- 2mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S034R62"
    },
    {
        "description": "D_{{s}}()+- Amplitude analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{\\pm}}$ Amplitude analyses",
        "pdgId": "S034265"
    },
    {
        "description": "D_s+  --> K+ K- pi+ partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ partial wave analyses",
        "pdgId": "S034PWA"
    },
    {
        "description": "D_s+ --> K+ K_S pi0 partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_{{{S}}}}{{\\mathit \\pi}^{0}}$ partial wave analyses",
        "pdgId": "S034A40"
    },
    {
        "description": "D_s+ --> 2pi+ pi- partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ partial wave analyses",
        "pdgId": "S034A37"
    },
    {
        "description": "D_s+ --> 2pi+ pi- pi0 partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ partial wave analyses",
        "pdgId": "S034A49"
    },
    {
        "description": "D_s+ --> 2pi+ pi- eta partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$ partial wave analyses",
        "pdgId": "S034PWD"
    },
    {
        "description": "D_s+ --> pi+ pi0 eta' partial wave analyses.",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}^{\\,'}}$ partial wave analyses.",
        "pdgId": "S034A32"
    },
    {
        "description": "D_s+ --> pi+ 2pi0 partial wave analyses.",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$ partial wave analyses.",
        "pdgId": "S034A36"
    },
    {
        "description": "D_s+ --> K+ pi+ pi- partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ partial wave analyses",
        "pdgId": "S034A34"
    },
    {
        "description": "D_s+ --> K0S pi+ pi0 partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ partial wave analyses",
        "pdgId": "S034A41"
    },
    {
        "description": "D_s+ --> K+ pi+ pi- pi0 partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ partial wave analyses",
        "pdgId": "S034A38"
    },
    {
        "description": "D_s+ --> 2KS pi+ partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ partial wave analyses",
        "pdgId": "S034A35"
    },
    {
        "description": "D_s+ --> KS0 K- 2pi+ partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$ partial wave analyses",
        "pdgId": "S034A31"
    },
    {
        "description": "D_s+ --> K- K+ pi+ pi0 partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ partial wave analyses",
        "pdgId": "S034PWB"
    },
    {
        "description": "D_s+ --> K- K+ 2pi+ pi- partial wave analyses",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit K}^{+}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ partial wave analyses",
        "pdgId": "S034A33"
    },
    {
        "description": "D_{{s}}()+-D_{{s}}()- CP-VIOLATING DECAY-RATE ASYMMETRIES",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}&minus;{{\\mathit D}_{{{s}}}^{-}}$ $\\mathit CP$-VIOLATING DECAY-RATE ASYMMETRIES",
        "pdgId": "S034245"
    },
    {
        "description": "A(CP)(mu+- nu) in D_s+ --> mu+ nu, D_s- --> mu- nubar_mu",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\mu}^{\\pm}}{{\\mathit \\nu}}$) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$, ${{\\mathit D}_{{{s}}}^{-}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S034A13"
    },
    {
        "description": "A(CP)(tau+- nu) in D_s+ --> tau+ nu_tau, D_s- --> tau- nubar_tau",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\tau}^{\\pm}}{{\\mathit \\nu}}$) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$, ${{\\mathit D}_{{{s}}}^{-}}$   $\\rightarrow$   ${{\\mathit \\tau}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\tau}}}}$",
        "pdgId": "S034A30"
    },
    {
        "description": "A(CP)(K+- K0S) in D_s+- --> K+- K0S",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$ ) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$ ",
        "pdgId": "S034A05"
    },
    {
        "description": "A(CP)(K+- K0L) in D_s+- --> K+- K0L",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_L^0}$ ) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}_L^0}$ ",
        "pdgId": "S034A00"
    },
    {
        "description": "A(CP)(K+ K- pi+-) in D_s+- --> K+ K- pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A06"
    },
    {
        "description": "A(CP)(phi pi+-) in D_s+- --> phi pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\phi}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A20"
    },
    {
        "description": "A(CP)(K+- K0S pi0) in D_s+- --> K+- K0S pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A15"
    },
    {
        "description": "A(CP)(2 K0S pi+-) in D_s+- --> 2 K0S pi+-",
        "description_tex": "$\\mathit A_{CP}$(2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$  2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A16"
    },
    {
        "description": "A(CP)(K+ K- pi+- pi0) in D_s+- --> K+ K- pi+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A07"
    },
    {
        "description": "A(CP)(K+- K0S pi+ pi-) in D_s+- --> K+- K0S pi+ pi-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034A14"
    },
    {
        "description": "A(CP)(K0S K-+ 2pi+-) in D_s+ --> K0S K-+ 2pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\mp}}$2 ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\mp}}$2 ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A08"
    },
    {
        "description": "A(CP)(pi+ pi- pi+-) in D_s+- --> pi+ pi- pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A09"
    },
    {
        "description": "A(CP)(pi+- eta) in D_s+- --> pi+- eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S034A10"
    },
    {
        "description": "A(CP)(pi+- pi+ pi- eta) in D_s+- --> pi+- pi+ pi- eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S034A48"
    },
    {
        "description": "A(CP)(pi+- eta') in D_s+- --> pi+- eta'",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}^{\\,'}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S034A11"
    },
    {
        "description": "A(CP)(eta pi+- pi0) in D_s+- --> eta pi+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A19"
    },
    {
        "description": "A(CP)(eta' pi+- pi0) in D_s+- --> eta' pi+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A17"
    },
    {
        "description": "A(CP)(K+- pi0) in D_s+- --> K+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A01"
    },
    {
        "description": "A(CP)(Kbar0 / K0 pi+-) in D_s+ --> Kbar0 pi+, D_s- --> K0 pi-",
        "description_tex": "$\\mathit A_{CP}({{\\overline{\\mathit K}}^{0}}$  ${{\\mathit K}^{0}}{{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{+}}$, ${{\\mathit D}_{{{s}}}^{-}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034A21"
    },
    {
        "description": "A(CP)(K0S pi+-) in D_s+- --> K0S pi+-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S034A02"
    },
    {
        "description": "A(CP)(K+- pi+ pi-) in D_s+- --> K+- pi+ pi-",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034A12"
    },
    {
        "description": "A(CP)(K0S pi+ pi0) in D_s+- --> K0S pi+- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A28"
    },
    {
        "description": "A(CP)(K+- pi+ pi- pi0) in D_s+- --> K+- pi+ pi- pi0",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034A39"
    },
    {
        "description": "A(CP)(K+- eta) in D_s+- --> K+- eta",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\eta}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\eta}}$",
        "pdgId": "S034A03"
    },
    {
        "description": "A(CP)(K+- eta'(958)) in D_s+- --> K+- eta'(958)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit K}^{\\pm}}{{\\mathit \\eta}^{\\,'}{(958)}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S034A04"
    },
    {
        "description": "D_{{s}}()+- chi^2 TESTS OF CP-VIOLATION (CPV)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{\\pm}}{{\\mathit \\chi}^{2}}$ TESTS OF $\\mathit CP$-VIOLATION ($\\mathit CPV$)",
        "pdgId": "S034241"
    },
    {
        "description": "Local CPV in D_s+- --> K+ K- K+-",
        "description_tex": "Local $\\mathit CPV$ in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "S034L01"
    },
    {
        "description": "CP VIOLATING ASYMMETRIES OF P-ODD (T-ODD) MOMENTS",
        "description_tex": "$\\mathit CP$ VIOLATING ASYMMETRIES OF $\\mathit P$-ODD ($\\mathit T$-ODD) MOMENTS",
        "pdgId": "S034242"
    },
    {
        "description": "A(Tviol)(K0S K+- pi+ pi-) in D_s+- --> K0S K+- pi+ pi-",
        "description_tex": "$\\mathit A_{\\mathit Tviol}({{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) in ${{\\mathit D}_{{{s}}}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034TV0"
    },
    {
        "description": "D_{{s}}()+ Semileptonic Form Factors and Decay Constants",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$ Semileptonic Form Factors and Decay Constants",
        "pdgId": "S034260"
    },
    {
        "description": "r(2)==A(2)(0)/A(1)(0) in D_s+ --> phi lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{2}{}\\equiv\\mathit A_{2}(0)/\\mathit A_{1}$(0) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S034FR2"
    },
    {
        "description": "r(v)==V(0)/A(1)(0) in D_s+ --> phi lepton+ nu_lepton",
        "description_tex": "$\\mathit r_{\\mathit v}{}\\equiv\\mathit V(0)/\\mathit A_{1}$(0) in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S034FRV"
    },
    {
        "description": "Gamma(L)/Gamma(T) in D_s+ --> phi lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma _{\\mathit T}$ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S034GLT"
    },
    {
        "description": "f_+(0) |V_cs| in D_s+ --> eta e+ nu_e",
        "description_tex": "${{\\mathit f}_{{{+}}}}$(0) $\\vert {{\\mathit V}_{{{cs}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A26"
    },
    {
        "description": "f_+(0) |V_cs| in D_s+ --> eta mu+ nu_mu",
        "description_tex": "${{\\mathit f}_{{{+}}}{(0)}}$ $\\vert {{\\mathit V}_{{{cs}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A42"
    },
    {
        "description": "r_1 == a_1/a_0 in D_s+ --> eta mu+ nu_mu",
        "description_tex": "${{\\mathit r}_{{{1}}}}{}\\equiv$ ${{\\mathit a}_{{{1}}}}/{{\\mathit a}_{{{0}}}}$ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A44"
    },
    {
        "description": "<A(FB)**eta> in D_s+ --> eta mu+ nu_mu",
        "description_tex": "$\\langle \\mathit A{}^{{{\\mathit \\eta}}}_{FB}\\rangle $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A46"
    },
    {
        "description": "f_+(0) |V_cs| in D_s+ --> eta' e+ nu_e",
        "description_tex": "${{\\mathit f}_{{{+}}}}$(0) $\\vert {{\\mathit V}_{{{cs}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A27"
    },
    {
        "description": "r_1 == a_1/a_0 in D_s+ --> eta' mu+ nu_mu",
        "description_tex": "${{\\mathit r}_{{{1}}}}{}\\equiv$ ${{\\mathit a}_{{{1}}}}/{{\\mathit a}_{{{0}}}}$ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A45"
    },
    {
        "description": "<A(FB)**eta'> in D_s+ --> eta' mu+ nu_mu",
        "description_tex": "$\\langle \\mathit A{}^{{{\\mathit \\eta}^{\\,'}}}_{FB}\\rangle $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A47"
    },
    {
        "description": "f_+(0) |V_cs| in D_s+ --> eta' mu+ nu_mu",
        "description_tex": "${{\\mathit f}_{{{+}}}{(0)}}$ $\\vert {{\\mathit V}_{{{cs}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A43"
    },
    {
        "description": "f_+(0) |V_cs| in D_s+ --> f_0(980) e+ nu_e",
        "description_tex": "${{\\mathit f}_{{{+}}}}$(0) $\\vert {{\\mathit V}_{{{cs}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A50"
    },
    {
        "description": "f_+(0)|V_cd| in D_s+ --> K0 e+ nu_e",
        "description_tex": "${{\\mathit f}_{{{+}}}{(0)}}\\vert {{\\mathit V}_{{{cd}}}}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A22"
    },
    {
        "description": "r_v == V(0)/A_1(0) in D_s+ --> K*(892)0 e+ nu_e",
        "description_tex": "${{\\mathit r}_{{{v}}}}{}\\equiv$ ${{\\mathit V}{(0)}}/{{\\mathit A}_{{{1}}}{(0)}}$ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A23"
    },
    {
        "description": "r_2 == A_2(0)/A_1(0) in D_s+ --> K*(892)0 e+ nu_e",
        "description_tex": "${{\\mathit r}_{{{2}}}}{}\\equiv$ ${{\\mathit A}_{{{2}}}{(0)}}/{{\\mathit A}_{{{1}}}{(0)}}$ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034A24"
    },
    {
        "description": "f(D_s+) |V(cs)| in D_s+ --> mu+ nu_mu",
        "description_tex": "$\\mathit f_{{{\\mathit D}_{{{s}}}^{+}}}$ $\\vert \\mathit V_{cs}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034A25"
    },
    {
        "description": "f(D_s+) |V(cs)| in D_s+ --> tau+ nu_tau",
        "description_tex": "$\\mathit f_{{{\\mathit D}_{{{s}}}^{+}}}$ $\\vert \\mathit V_{cs}\\vert $ in ${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S034A29"
    },
    {
        "description": "D_s()+ --> e+  semileptonic",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$  semileptonic",
        "pdgId": "S034.25"
    },
    {
        "description": "D_s()+ --> pi+ anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$ anything",
        "pdgId": "S034.133"
    },
    {
        "description": "D_s()+ --> pi- anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$ anything",
        "pdgId": "S034.134"
    },
    {
        "description": "D_s()+ --> pi0  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$  anything",
        "pdgId": "S034.135"
    },
    {
        "description": "D_s()+ --> K- anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S034.32"
    },
    {
        "description": "D_s()+ --> K+ anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S034.33"
    },
    {
        "description": "D_s()+ --> K0S  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$   anything",
        "pdgId": "S034.138"
    },
    {
        "description": "D_s()+ --> eta  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$  anything",
        "pdgId": "S034.2"
    },
    {
        "description": "D_s()+ --> omega  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}$  anything",
        "pdgId": "S034.136"
    },
    {
        "description": "D_s()+ --> eta^'()  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$  anything",
        "pdgId": "S034.117"
    },
    {
        "description": "D_s()+ --> f_0(980)  anything, f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}$  anything ,  ${{\\mathit f}_{{{0}}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.137"
    },
    {
        "description": "D_s()+ --> phi  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$  anything",
        "pdgId": "S034.92"
    },
    {
        "description": "D_s()+ --> K+ K- anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ anything",
        "pdgId": "S034.139"
    },
    {
        "description": "D_s()+ --> K0S K+ anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S034.140"
    },
    {
        "description": "D_s()+ --> K0S K- anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S034.141"
    },
    {
        "description": "D_s()+ --> 2K0S  anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$   anything",
        "pdgId": "S034.142"
    },
    {
        "description": "D_s()+ --> 2K+ anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S034.143"
    },
    {
        "description": "D_s()+ --> 2K- anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S034.144"
    },
    {
        "description": "D_s()+ --> 2pi+ pi- + anything",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + anything",
        "pdgId": "S034.236"
    },
    {
        "description": "D_s()+ --> e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.118"
    },
    {
        "description": "D_s()+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034.7"
    },
    {
        "description": "D_s()+ --> tau+ nu_tau",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S034.89"
    },
    {
        "description": "D_s()+ --> gamma e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.169"
    },
    {
        "description": "D_s()+ --> K+ K- e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.125"
    },
    {
        "description": "D_s()+ --> K0S K0S e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.206"
    },
    {
        "description": "D_s()+ --> phi e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.30"
    },
    {
        "description": "D_s()+ --> K_1(1270)0 e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.243"
    },
    {
        "description": "D_s()+ --> b_1(1235)0 e+ nu_e , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.244"
    },
    {
        "description": "D_s()+ --> phi mu+ nu_mu",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034.166"
    },
    {
        "description": "D_s()+ --> eta e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.86"
    },
    {
        "description": "D_s()+ --> eta^'(958) e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.87"
    },
    {
        "description": "D_s()+ --> eta mu+ nu_mu",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034.167"
    },
    {
        "description": "D_s()+ --> eta^'(958) mu+ nu_mu",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S034.168"
    },
    {
        "description": "D_s()+ --> omega e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.153"
    },
    {
        "description": "D_s()+ --> K0 e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.145"
    },
    {
        "description": "D_s()+ --> K^*(892)0 e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.146"
    },
    {
        "description": "D_s()+ --> f_0(500) e+ nu_e , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.205"
    },
    {
        "description": "D_s()+ --> f_0(500) e+ nu_e , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.265"
    },
    {
        "description": "D_s()+ --> f_0(980) e+ nu_e , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.204"
    },
    {
        "description": "D_s()+ --> f_0(980) e+ nu_e , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.147"
    },
    {
        "description": "D_s()+ --> f_0(980) mu+ nu_mu , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.246"
    },
    {
        "description": "D_s()+ --> a_0(980)0 e+ nu_e , a_0()0 --> pi0 eta",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S034.175"
    },
    {
        "description": "D_s()+ --> pi0 e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.216"
    },
    {
        "description": "D_s()+ --> K+ K0S",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S034.22"
    },
    {
        "description": "D_s()+ --> K+ K0L",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_L^0}$",
        "pdgId": "S034.170"
    },
    {
        "description": "D_s()+ --> K+ Kbar0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S034.164"
    },
    {
        "description": "D_s()+ --> K+ K- pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.40"
    },
    {
        "description": "D_s()+ --> phi pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.6"
    },
    {
        "description": "D_s()+ --> phi pi+ , phi --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.114"
    },
    {
        "description": "D_s()+ --> K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S034.232"
    },
    {
        "description": "D_s()+ --> K+ Kbar^*(892)0 , Kbar^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.115"
    },
    {
        "description": "D_s()+ --> K+ Kbar^*(892)0 , Kbar^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$  ,   ${{\\overline{\\mathit K}}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.227"
    },
    {
        "description": "D_s()+ --> f_0(980) pi+ , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.79"
    },
    {
        "description": "D_s()+ --> f_0(1370) pi+ , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.148"
    },
    {
        "description": "D_s()+ --> f_0(1710) pi+ , f_0() --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.88"
    },
    {
        "description": "D_s()+ --> a_0(980)+ pi0 , a_0()+ --> K+ K0S",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S034.229"
    },
    {
        "description": "D_s()+ --> a_0(1710)+ pi0 , a_0()+ --> K+ K0S",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S034.231"
    },
    {
        "description": "D_s()+ --> K+ Kbar_0^*(1430)0 , Kbar_0^*() --> K- pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.80"
    },
    {
        "description": "D_s()+ --> K+ Kbar^*(1410)0 , Kbar_0^*() --> K0S pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(1410)}^{0}}$  ,   ${{\\overline{\\mathit K}}_{{{0}}}^{*}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.230"
    },
    {
        "description": "D_s()+ --> K+ K0S pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.162"
    },
    {
        "description": "D_s()+ --> K^*(892)+ K0S , K^*()+ --> K+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.228"
    },
    {
        "description": "D_s()+ --> 2 K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.163"
    },
    {
        "description": "D_s()+ --> f_0(980) pi+ , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S034.212"
    },
    {
        "description": "D_s()+ --> f_0(1710) pi+ , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S034.210"
    },
    {
        "description": "D_s()+ --> K^*(892)+ K0S , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.211"
    },
    {
        "description": "D_s()+ --> K0 Kbar0 pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.46"
    },
    {
        "description": "D_s()+ --> K^*(892)+ Kbar0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S034.24"
    },
    {
        "description": "D_s()+ --> K+ K- pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.41"
    },
    {
        "description": "D_s()+ --> phi rho+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S034.5"
    },
    {
        "description": "D_s()+ --> Kbar_1(1270)0 K+ , Kbar_1(1270)0 --> K- rho+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S034.177"
    },
    {
        "description": "D_s()+ --> Kbar_1(1270)0 K+ , Kbar_1(1270)0 --> K^*(892) pi",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1270)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "S034.176"
    },
    {
        "description": "D_s()+ --> Kbar_1(1400)0 K+ , Kbar_1(1400)0 --> K^*(892) pi",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit K}}_{{{1}}}{(1400)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\pi}}$",
        "pdgId": "S034.178"
    },
    {
        "description": "D_s()+ --> a_0(980)0 rho+ , a_0()0 --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.179"
    },
    {
        "description": "D_s()+ --> f_1(1420)0 pi+ , f_1(1420)0 --> K^*(892)-+ K+-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\mp}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "S034.180"
    },
    {
        "description": "D_s()+ --> f_1(1420)0 pi+ , f_1()0 --> a_0(980)0 pi0 , a_0()0 --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.181"
    },
    {
        "description": "D_s()+ --> eta(1475) pi+ , eta --> a_0(980)0 pi0 , a_0()0 --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.182"
    },
    {
        "description": "D_s()+ --> K0S K- 2pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.26"
    },
    {
        "description": "D_s()+ --> K+ K- K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.245"
    },
    {
        "description": "D_s()+ --> K^*(892)+ Kbar^*(892)0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S034.27"
    },
    {
        "description": "D_s()+ --> eta(1475) K0S , eta --> K^*(892)0 pi+ , K^*()0 --> K- pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.199"
    },
    {
        "description": "D_s()+ --> eta(1475) pi+ , eta --> Kbar^*(892)+ K- , Kbar^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\overline{\\mathit K}}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.200"
    },
    {
        "description": "D_s()+ --> eta(1475) pi+ , eta --> a_0(980)- pi+ , a_0()- --> K0S K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S034.196"
    },
    {
        "description": "D_s()+ --> f_1(1285) pi+ , f_1 --> a_0(980)- pi+ , a_0()- --> K0S K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S034.202"
    },
    {
        "description": "D_s()+ --> K+ K0S pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.43"
    },
    {
        "description": "D_s()+ --> K+ K- 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.42"
    },
    {
        "description": "D_s()+ --> phi 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.8"
    },
    {
        "description": "D_s()+ --> phi rho0 pi+ , phi --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.105"
    },
    {
        "description": "D_s()+ --> phi a_1(1260)+ , phi --> K+ K- , a_1()+ --> rho0 pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.106"
    },
    {
        "description": "D_s()+ --> phi 2pi+ pi-  non- rho , phi --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  non-  ${{\\mathit \\rho}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.174"
    },
    {
        "description": "D_s()+ --> K+ K- rho0 pi+ non-phi",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$ non-${{\\mathit \\phi}}$",
        "pdgId": "S034.104"
    },
    {
        "description": "D_s()+ --> K+ K- 2pi+ pi-  nonresonant",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant",
        "pdgId": "S034.107"
    },
    {
        "description": "D_s()+ --> 2K0S 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.112"
    },
    {
        "description": "D_s()+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.119"
    },
    {
        "description": "D_s()+ --> 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.15"
    },
    {
        "description": "D_s()+ --> rho0 pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.10"
    },
    {
        "description": "D_s()+ --> omega pi+ , omega --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.233"
    },
    {
        "description": "D_s()+ --> pi+ ( pi+ pi- )(S-wave)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $_{\\mathit S-{\\mathrm {wave}}}$",
        "pdgId": "S034.113"
    },
    {
        "description": "D_s()+ --> f_0(980) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.14"
    },
    {
        "description": "D_s()+ --> f_0(1370) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.102"
    },
    {
        "description": "D_s()+ --> f_0(1500) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.91"
    },
    {
        "description": "D_s()+ --> f_2(1270) pi+ , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.90"
    },
    {
        "description": "D_s()+ --> f_2^'(1525)0 pi+ , f_2^' --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.235"
    },
    {
        "description": "D_s()+ --> rho(1450)0 pi+ , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.103"
    },
    {
        "description": "D_s()+ --> rho(1700)0 pi+ , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.234"
    },
    {
        "description": "D_s()+ --> pi+ 2pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.149"
    },
    {
        "description": "D_s()+ --> f_0(980) pi+ , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.213"
    },
    {
        "description": "D_s()+ --> f_0(1370) pi+ , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.214"
    },
    {
        "description": "D_s()+ --> f_2(1270) pi+ , f_2 --> pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.215"
    },
    {
        "description": "D_s()+ --> 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.18"
    },
    {
        "description": "D_s()+ --> omega pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.19"
    },
    {
        "description": "D_s()+ --> eta pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.1"
    },
    {
        "description": "D_s()+ --> (2pi+ pi- pi0)(non-eta)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  (2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non}}-{{\\mathit \\eta}}}$",
        "pdgId": "S034.253"
    },
    {
        "description": "D_s()+ --> f_0(1370) rho+ , f_0() rho+ --> 2 pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.254"
    },
    {
        "description": "D_s()+ --> f_0(980)0 rho+ , f_0()0 rho+ --> 2 pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{0}}}^{0}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.255"
    },
    {
        "description": "D_s()+ --> f_2(1270)0 rho+ , f_2(1270)0 rho+ --> 2 pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit \\rho}^{+}}$  $\\rightarrow$  2  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.256"
    },
    {
        "description": "D_s()+ --> (rho+ rho0 )(S-wave) --> 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.257"
    },
    {
        "description": "D_s()+ --> (rho(1450)+ rho0 )(S-wave) --> 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\rho}^{0}}$) $_{{\\mathit S}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.258"
    },
    {
        "description": "D_s()+ --> (rho+ rho(1450)0 )(P-wave) --> 2pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}{(1450)}^{0}}$) $_{{\\mathit P}{\\mathrm -wave}}$ $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.259"
    },
    {
        "description": "D_s()+ --> phi pi+ , phi --> rho pi",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "S034.260"
    },
    {
        "description": "D_s()+ --> omega pi+ , omega --> rho pi",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\omega}}$  $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "S034.261"
    },
    {
        "description": "D_s()+ --> a_1(1260)+ pi0 , a_1()+ --> (rho0 pi+ )(S-wave)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  ( ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$) $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S034.262"
    },
    {
        "description": "D_s()+ --> a_1(1260)0 pi+ , a_1()0 --> (rho pi )(S-wave)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{1}}}^{0}}$  $\\rightarrow$  ( ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S034.263"
    },
    {
        "description": "D_s()+ --> pi(1300)0 pi+ , pi0 --> (rho pi )(P-wave)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}{(1300)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\pi}^{0}}$  $\\rightarrow$  ( ${{\\mathit \\rho}}{{\\mathit \\pi}}$) $_{{\\mathit P}{\\mathrm -wave}}$",
        "pdgId": "S034.264"
    },
    {
        "description": "D_s()+ --> 3pi+ 2pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.17"
    },
    {
        "description": "D_s()+ --> 2pi+ pi- 2pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.57"
    },
    {
        "description": "D_s()+ --> eta rho+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S034.58"
    },
    {
        "description": "D_s()+ --> eta pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.160"
    },
    {
        "description": "D_s()+ --> eta (pi+ pi0 ) (P-wave)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}$( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit P}{\\mathrm -wave}}$",
        "pdgId": "S034.172"
    },
    {
        "description": "D_s()+ --> a_0(980)**+0 pi**0+ , a_0(980)**+0 --> eta pi**+0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{}^{+0}$  ${{\\mathit \\pi}}{}^{0+}$   ,   ${{\\mathit a}_{{{0}}}{(980)}}{}^{+0}$ $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{}^{+0}$",
        "pdgId": "S034.173"
    },
    {
        "description": "D_s()+ --> omega pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.126"
    },
    {
        "description": "D_s()+ --> 2pi+ pi- eta",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S034.183"
    },
    {
        "description": "D_s()+ --> a_1(1260)+ eta , a_1()+ --> rho(770)0 pi+ , rho()0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.184"
    },
    {
        "description": "D_s()+ --> a_1(1260)+ eta , a_1()+ --> f_0(500) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\eta}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.185"
    },
    {
        "description": "D_s()+ --> a_0(980)+ rho(770)0 , a_0()+ --> eta pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\rho}{(770)}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.186"
    },
    {
        "description": "D_s()+ --> eta(1405) pi+ , eta --> a_0(980)- pi+ , a_0()- --> eta pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.187"
    },
    {
        "description": "D_s()+ --> eta(1405) pi+ , eta --> a_0(980)+ pi- , a_0()+ --> eta pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.188"
    },
    {
        "description": "D_s()+ --> f_1(1420) pi+ , f_1 --> a_0(980)- pi+ , a_0()- --> eta pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.195"
    },
    {
        "description": "D_s()+ --> f_1(1420) pi+ , f_1 --> a_0(980)+ pi- , a_0()+ --> eta pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.190"
    },
    {
        "description": "D_s()+ --> 3pi+ 2pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.59"
    },
    {
        "description": "D_s()+ --> omega 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.127"
    },
    {
        "description": "D_s()+ --> eta^'(958) pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.13"
    },
    {
        "description": "D_s()+ --> 3pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.61"
    },
    {
        "description": "D_s()+ --> omega eta pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.128"
    },
    {
        "description": "D_s()+ --> eta^'(958) rho+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S034.62"
    },
    {
        "description": "D_s()+ --> eta^'(958) pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.161"
    },
    {
        "description": "D_s()+ --> eta^'(958) pi+ pi0  nonresonant",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$  nonresonant",
        "pdgId": "S034.165"
    },
    {
        "description": "D_s()+ --> K+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.120"
    },
    {
        "description": "D_s()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.23"
    },
    {
        "description": "D_s()+ --> K+ eta",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S034.121"
    },
    {
        "description": "D_s()+ --> K+ omega",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S034.129"
    },
    {
        "description": "D_s()+ --> K+ eta^'(958)",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S034.122"
    },
    {
        "description": "D_s()+ --> K+ pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.45"
    },
    {
        "description": "D_s()+ --> K+ rho0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S034.82"
    },
    {
        "description": "D_s()+ --> K+ rho(1450)0 , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1450)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.108"
    },
    {
        "description": "D_s()+ --> K+ f_0(500) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.207"
    },
    {
        "description": "D_s()+ --> K+ f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.209"
    },
    {
        "description": "D_s()+ --> K+ f_0(1370) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.208"
    },
    {
        "description": "D_s()+ --> K^*(892)0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.83"
    },
    {
        "description": "D_s()+ --> K^*(1410)0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.109"
    },
    {
        "description": "D_s()+ --> K^*(1430)0 pi+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.110"
    },
    {
        "description": "D_s()+ --> K+ pi+ pi- nonresonant",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S034.111"
    },
    {
        "description": "D_s()+ --> K0 pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.150"
    },
    {
        "description": "D_s()+ --> K0S pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.242"
    },
    {
        "description": "D_s()+ --> K0S rho(770)+ , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(770)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.237"
    },
    {
        "description": "D_s()+ --> K0S rho(1450)+ , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.238"
    },
    {
        "description": "D_s()+ --> K^*(892)0 pi+ , K^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.239"
    },
    {
        "description": "D_s()+ --> K^*(892)+ pi0 , K^*()+ --> K0S pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.240"
    },
    {
        "description": "D_s()+ --> K^*(1410)0 pi+ , K^*()0 --> K0S pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.241"
    },
    {
        "description": "D_s()+ --> K0S 2pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.123"
    },
    {
        "description": "D_s()+ --> K+ pi+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.217"
    },
    {
        "description": "D_s()+ --> K^*(892)0 rho+ , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.218"
    },
    {
        "description": "D_s()+ --> K^*(892)+ rho0 , K^*()+ --> K+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.219"
    },
    {
        "description": "D_s()+ --> K_1(1270)0 pi+ , K_1()0 --> K+ rho-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S034.220"
    },
    {
        "description": "D_s()+ --> K_1(1400)0 pi+ , K_1()0 --> K^*(890)+ pi- , K^*()+ --> K+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(890)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.221"
    },
    {
        "description": "D_s()+ --> K_1(1400)0 pi+ , K_1()0 --> K^*(890)0 pi0 , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit K}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{*}{(890)}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.222"
    },
    {
        "description": "D_s()+ --> K+ a_1(1260)0 , a_1 --> rho+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$  ,   ${{\\mathit a}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.223"
    },
    {
        "description": "D_s()+ --> K+ a_1(1260)0 , a_1 --> rho- pi+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$  ,   ${{\\mathit a}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S034.224"
    },
    {
        "description": "D_s()+ --> K+ pi+ pi- pi0  nonresonant",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  nonresonant",
        "pdgId": "S034.225"
    },
    {
        "description": "D_s()+ --> (K+ pi0 ) (P-wave) rho0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$)  $_{{\\mathit P}{\\mathrm -wave}}$  ${{\\mathit \\rho}^{0}}$",
        "pdgId": "S034.226"
    },
    {
        "description": "D_s()+ --> K+ omega pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.130"
    },
    {
        "description": "D_s()+ --> K+ omega pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.131"
    },
    {
        "description": "D_s()+ --> K+ omega eta",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "S034.132"
    },
    {
        "description": "D_s()+ --> 2K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.67"
    },
    {
        "description": "D_s()+ --> phi K+ , phi --> K+ K-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S034.154"
    },
    {
        "description": "D_s()+ --> rho(770)+ gamma",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S034.252"
    },
    {
        "description": "D_s()+ --> 2K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.116"
    },
    {
        "description": "D_s()+ --> K+ K^*(892)0 , K^*()0 --> K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$  ,   ${{\\mathit K}^{*0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S034.155"
    },
    {
        "description": "D_s()+ --> 2K+ pi- pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S034.247"
    },
    {
        "description": "D_s()+ --> p nbar",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}$",
        "pdgId": "S034.124"
    },
    {
        "description": "D_s()+ --> p pbar e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S034.171"
    },
    {
        "description": "D_s()+ --> pi+ e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.93"
    },
    {
        "description": "D_s()+ --> pi+ phi , phi --> e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.152"
    },
    {
        "description": "D_s()+ --> pi+ pi0 e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.249"
    },
    {
        "description": "D_s()+ --> rho+ phi , phi --> e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\phi}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.248"
    },
    {
        "description": "D_s()+ --> pi+ mu+ mu-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S034.73"
    },
    {
        "description": "D_s()+ --> K+ e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.94"
    },
    {
        "description": "D_s()+ --> K+ pi0 e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.250"
    },
    {
        "description": "D_s()+ --> K0S pi+ e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S034.251"
    },
    {
        "description": "D_s()+ --> K+ mu+ mu-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S034.74"
    },
    {
        "description": "D_s()+ --> K^*(892)+ mu+ mu-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S034.75"
    },
    {
        "description": "D_s()+ --> pi+ e+ mu-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S034.156"
    },
    {
        "description": "D_s()+ --> pi+ e- mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.157"
    },
    {
        "description": "D_s()+ --> K+ e+ mu-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S034.158"
    },
    {
        "description": "D_s()+ --> K+ e- mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.159"
    },
    {
        "description": "D_s()+ --> pi- 2e+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S034.97"
    },
    {
        "description": "D_s()+ --> pi- 2mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.76"
    },
    {
        "description": "D_s()+ --> pi- e+ mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.98"
    },
    {
        "description": "D_s()+ --> K- 2e+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit e}^{+}}$",
        "pdgId": "S034.99"
    },
    {
        "description": "D_s()+ --> K- 2mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.77"
    },
    {
        "description": "D_s()+ --> K- e+ mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.100"
    },
    {
        "description": "D_s()+ --> K^*(892)- 2mu+",
        "description_tex": "${{\\mathit D}_{{{s}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}$2 ${{\\mathit \\mu}^{+}}$",
        "pdgId": "S034.78"
    },
    {
        "description": "D_s^*()+-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*\\pm}}$",
        "pdgId": "S074"
    },
    {
        "description": "D_s*+- MASS",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*\\pm}}$ MASS",
        "pdgId": "S074M"
    },
    {
        "description": "mass(D_s*+-)-mass(D_s+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s}}}^{*\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{s}}}^{\\pm}}}$",
        "pdgId": "S074DM"
    },
    {
        "description": "D_s*+- WIDTH",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*\\pm}}$ WIDTH",
        "pdgId": "S074W"
    },
    {
        "description": "G(D_s*+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S074R1"
    },
    {
        "description": "G(D_s*+ --> D_s+ pi0)/G(D_s*+ --> D_s+ gamma)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})$",
        "pdgId": "S074R2"
    },
    {
        "description": "G(D_s*+ --> D_s+ e+ e-)/G(D_s*+ --> D_s+ gamma)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})$",
        "pdgId": "S074R01"
    },
    {
        "description": "G(D_s*+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S074R02"
    },
    {
        "description": "D_s^*()+ --> D_s()+ gamma",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S074.1"
    },
    {
        "description": "D_s^*()+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S074.2"
    },
    {
        "description": "D_s^*()+ --> D_s()+ e+ e-",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S074.3"
    },
    {
        "description": "D_s^*()+ --> e+ nu_e",
        "description_tex": "${{\\mathit D}_{{{s}}}^{*+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S074.4"
    },
    {
        "description": "D_s0^*(2317)+-",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{\\pm}}$",
        "pdgId": "M172"
    },
    {
        "description": "D_s0*(2317)+- MASS",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{\\pm}}$ MASS",
        "pdgId": "M172M"
    },
    {
        "description": "mass(D_s0*(2317)+-)-mass(D_s+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s0}}}^{*}{(2317)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{s+-}}}}}$",
        "pdgId": "M172DM"
    },
    {
        "description": "D_s0*(2317)+- WIDTH",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{\\pm}}$ WIDTH",
        "pdgId": "M172W"
    },
    {
        "description": "G(D_s0*(2317) --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M172R1"
    },
    {
        "description": "G(D_s0*(2317) --> D_s+ gamma)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R5"
    },
    {
        "description": "G(D_s0*(2317) --> D_s*(2112)+ gamma)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*}{(2112)}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R6"
    },
    {
        "description": "G(D_s0*(2317) --> D_s+ gamma gamma)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R7"
    },
    {
        "description": "G(D_s0*(2317) --> D_s*(2112)+ pi0)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*}{(2112)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R8"
    },
    {
        "description": "G(D_s0*(2317) --> D_s+ pi+ pi-)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R9"
    },
    {
        "description": "G(D_s0*(2317) --> D_s+ pi0 pi0)/G(D_s0*(2317) --> D_s+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M172R10"
    },
    {
        "description": "D_s0^*(2317) --> D_s()+ pi0",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M172.1"
    },
    {
        "description": "D_s0^*(2317) --> D_s()+ gamma",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "M172.2"
    },
    {
        "description": "D_s0^*(2317) --> D_s^*(2112)+ gamma",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*}{(2112)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "M172.3"
    },
    {
        "description": "D_s0^*(2317) --> D_s()+ gamma gamma",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M172.4"
    },
    {
        "description": "D_s0^*(2317) --> D_s^*(2112)+ pi0",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*}{(2112)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M172.5"
    },
    {
        "description": "D_s0^*(2317) --> D_s()+ pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M172.6"
    },
    {
        "description": "D_s0^*(2317) --> D_s()+ pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s0}}}^{*}{(2317)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M172.7"
    },
    {
        "description": "D_s1(2460)+-",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{\\pm}}$",
        "pdgId": "M173"
    },
    {
        "description": "D_s1(2460)+- MASS",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{\\pm}}$ MASS",
        "pdgId": "M173M"
    },
    {
        "description": "mass(D_s1(2460)+-)-mass(D_s*+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s1}}}{(2460)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{s}}}^{*\\pm}}}$",
        "pdgId": "M173MD"
    },
    {
        "description": "mass(D_s1(2460)+-)-mass(D_s+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s1}}}{(2460)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{s+-}}}}}$",
        "pdgId": "M173DM"
    },
    {
        "description": "D_s1(2460)+- WIDTH",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{\\pm}}$ WIDTH",
        "pdgId": "M173W"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s*+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M173R1"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M173R6"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ gamma)/G(D_s1(2460)+ --> D_s*+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M173R2"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ pi+ pi-)/G(D_s1(2460)+ --> D_s*+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M173R3"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s*+ gamma)/G(D_s1(2460)+ --> D_s*+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M173R4"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s0*(2317)+ gamma)/G(D_s1(2460)+ --> D_s*+ pi0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M173R5"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s*+ pi0)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R7"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ gamma)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\gamma}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R8"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ pi+ pi-)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R9"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s*+ gamma)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R10"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s0*(2317)+ gamma)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R11"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ pi0)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R12"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ pi0 pi0)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R13"
    },
    {
        "description": "G(D_s1(2460)+ --> D_s+ gamma gamma)/[G(D_s1(2460)+ --> D_s*+ pi0)+ G(D_s1(2460)+ --> D_s0*(2317)+ gamma)]",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/[\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})$+ $\\Gamma({{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}})\\rbrack{}$",
        "pdgId": "M173R14"
    },
    {
        "description": "D_s1(2460)+ --> D_s^*()+ pi0",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M173.1"
    },
    {
        "description": "D_s1(2460)+ --> D_s+ gamma",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M173.2"
    },
    {
        "description": "D_s1(2460)+ --> D_s+ pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M173.3"
    },
    {
        "description": "D_s1(2460)+ --> D_s^*()+ gamma",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$",
        "pdgId": "M173.4"
    },
    {
        "description": "D_s1(2460)+ --> D_s0^*(2317)+ gamma",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "M173.5"
    },
    {
        "description": "D_s1(2460)+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M173.7"
    },
    {
        "description": "D_s1(2460)+ --> D_s()+ pi0 pi0",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M173.8"
    },
    {
        "description": "D_s1(2460)+ --> D_s()+ gamma gamma",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2460)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M173.9"
    },
    {
        "description": "D_s1(2536)+-",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}$",
        "pdgId": "M121"
    },
    {
        "description": "D_s1(2536)+- MASS",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}$ MASS",
        "pdgId": "M121M"
    },
    {
        "description": "mass(D_s1(2536)+-)-mass(D_s*(2111))",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}_{{{s}}}^{*}{(2111)}}}$",
        "pdgId": "M121DM"
    },
    {
        "description": "mass(D_s1(2536)+-)-mass(D*(2010)+-)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}^{*}{(2010)}^{\\pm}}}$",
        "pdgId": "M121DN"
    },
    {
        "description": "mass(D_s1(2536)+-)-mass(D*(2007)0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}}-{\\mathit m}_{{{\\mathit D}^{*}{(2007)}^{0}}}$",
        "pdgId": "M121DP"
    },
    {
        "description": "D_s1(2536)+- WIDTH",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{\\pm}}$ WIDTH",
        "pdgId": "M121W"
    },
    {
        "description": "G(D_s1(2536)+ --> ( D*(2010)+ K0 )_S-wave)/G(D_s1(2536)+ --> D*(2010)+ K0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$  (  ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$) $_{S-wave})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})$",
        "pdgId": "M121R8"
    },
    {
        "description": "G(D_s1(2536)+ --> K0S D*(2010)+)/G(D_s1(2536)+ --> D*(2007)0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{+}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M121R00"
    },
    {
        "description": "G(D_s1(2536)+ --> D+ pi- K+)/G(D_s1(2536)+ --> D*(2010)+ K0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})$",
        "pdgId": "M121R9"
    },
    {
        "description": "G(D_s1(2536)+ --> D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M121R01"
    },
    {
        "description": "G(D_s1(2536)+ --> D*(2007)0 K+)/G(D_s1(2536)+ --> D*(2010)+ K0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})$",
        "pdgId": "M121R6"
    },
    {
        "description": "G(D_s1(2536)+ --> D+ K0)/G(D_s1(2536)+ --> D*(2010)+ K0)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{0}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})$",
        "pdgId": "M121R1"
    },
    {
        "description": "G(D_s1(2536)+ --> D0 K+)/G(D_s1(2536)+ --> D*(2007)0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M121R4"
    },
    {
        "description": "G(D_s1(2536)+ --> D_s*+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M121R3"
    },
    {
        "description": "G(D_s1(2536)+ --> D_s*+ gamma)/G(D_s1(2536)+ --> D*(2007)0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M121R5"
    },
    {
        "description": "G(D_s1(2536)+ --> D_s+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M121R7"
    },
    {
        "description": "D_s1(2536)+ --> D^*(2010)+ K0",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "M121.1"
    },
    {
        "description": "D_s1(2536)+ --> ( D^*(2010)+ K0 )(S-wave)",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$  (  ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$) $_{S-wave}$",
        "pdgId": "M121.7"
    },
    {
        "description": "D_s1(2536)+ --> ( D^*(2010)+ K0 )(D-wave)",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$  (  ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$) $_{D-wave}$",
        "pdgId": "M121.9"
    },
    {
        "description": "D_s1(2536)+ --> K0S D^*(2010)+",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{+}}$",
        "pdgId": "M121.10"
    },
    {
        "description": "D_s1(2536)+ --> D+ pi- K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "M121.8"
    },
    {
        "description": "D_s1(2536)+ --> D^*(2007)0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M121.4"
    },
    {
        "description": "D_s1(2536)+ --> D+ K0",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "M121.2"
    },
    {
        "description": "D_s1(2536)+ --> D0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M121.5"
    },
    {
        "description": "D_s1(2536)+ --> D_s^*()+ gamma",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$",
        "pdgId": "M121.3"
    },
    {
        "description": "D_s1(2536)+ --> D_s()+ pi+ pi-",
        "description_tex": "${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M121.6"
    },
    {
        "description": "D_s2^*(2573)",
        "description_tex": "${{\\mathit D}_{{{s2}}}^{*}{(2573)}}$",
        "pdgId": "M148"
    },
    {
        "description": "D_s2*(2573) MASS",
        "description_tex": "${{\\mathit D}_{{{s2}}}^{*}{(2573)}}$ MASS",
        "pdgId": "M148M"
    },
    {
        "description": "mass(D_s2*(2573))-mass(D0)",
        "description_tex": "${\\mathit m}_{{{\\mathit D}_{{{s2}}}^{*}{(2573)}}}-{\\mathit m}_{{{\\mathit D}^{0}}}$",
        "pdgId": "M148DM"
    },
    {
        "description": "D_s2*(2573) WIDTH",
        "description_tex": "${{\\mathit D}_{{{s2}}}^{*}{(2573)}}$ WIDTH",
        "pdgId": "M148W"
    },
    {
        "description": "G(D_s2(2573)+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M148R2"
    },
    {
        "description": "G(D_s2(2573)+ --> D*(2007)0 K+)/G(D_s2(2573)+ --> D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M148R1"
    },
    {
        "description": "G(D_s2(2573)+ --> D+ K0S)/G(D_s2(2573)+ --> D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M148R01"
    },
    {
        "description": "G(D_s2(2573)+ --> D*+ K0S)/G(D_s2(2573)+ --> D+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "M148R00"
    },
    {
        "description": "D_s2(2573)+ --> D0 K+",
        "description_tex": "${{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M148.1"
    },
    {
        "description": "D_s2(2573)+ --> D^*(2007)0 K+",
        "description_tex": "${{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M148.2"
    },
    {
        "description": "D_s2(2573)+ --> D+ K0S",
        "description_tex": "${{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "M148.4"
    },
    {
        "description": "D_s2(2573)+ --> D^*()+ K0S",
        "description_tex": "${{\\mathit D}_{{{s2}}}{(2573)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$",
        "pdgId": "M148.5"
    },
    {
        "description": "D_s0(2590)+",
        "description_tex": "${{\\mathit D}_{{{s0}}}{(2590)}^{+}}$",
        "pdgId": "M256"
    },
    {
        "description": "D_s0(2590)+ MASS",
        "description_tex": "${{\\mathit D}_{{{s0}}}{(2590)}^{+}}$ MASS",
        "pdgId": "M256M"
    },
    {
        "description": "D_s0(2590)+ WIDTH",
        "description_tex": "${{\\mathit D}_{{{s0}}}{(2590)}^{+}}$ WIDTH",
        "pdgId": "M256W"
    },
    {
        "description": "G(D_s0(2590)+ --> D+ K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s0}}}{(2590)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M256R01"
    },
    {
        "description": "D_s0(2590)+ --> D+ K+ pi-",
        "description_tex": "${{\\mathit D}_{{{s0}}}{(2590)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M256.1"
    },
    {
        "description": "D_s1^*(2700)+-",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$",
        "pdgId": "M182"
    },
    {
        "description": "D_s1*(2700)+ MASS",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{+}}$ MASS",
        "pdgId": "M182M"
    },
    {
        "description": "D_s1*(2700)+ WIDTH",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{+}}$ WIDTH",
        "pdgId": "M182W"
    },
    {
        "description": "G(D_s1*(2700)+- --> D* K)/G(D_s1*(2700)+- --> D K)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}})/\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}})$",
        "pdgId": "M182R01"
    },
    {
        "description": "G(D_s1*(2700)+- --> D*0 K+)/G(D_s1*(2700)+- --> D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M182R02"
    },
    {
        "description": "G(D_s1*(2700)+- --> D*+ K0S)/G(D_s1*(2700)+- --> D+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "M182R03"
    },
    {
        "description": "D_s1^*(2700)+- --> D K",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}}$",
        "pdgId": "M182.2"
    },
    {
        "description": "D_s1^*(2700)+- --> D0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M182.1"
    },
    {
        "description": "D_s1^*(2700)+- --> D+ K0S",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "M182.3"
    },
    {
        "description": "D_s1^*(2700)+- --> D^* K",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}}$",
        "pdgId": "M182.4"
    },
    {
        "description": "D_s1^*(2700)+- --> D^*()0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "M182.5"
    },
    {
        "description": "D_s1^*(2700)+- --> D^*()+ K0S",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$",
        "pdgId": "M182.6"
    },
    {
        "description": "D_s1^*(2860)+-",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$",
        "pdgId": "M196"
    },
    {
        "description": "D_s1*(2860)+ MASS",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{+}}$ MASS",
        "pdgId": "M196M"
    },
    {
        "description": "D_s1*(2860)+ WIDTH",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{+}}$ WIDTH",
        "pdgId": "M196W"
    },
    {
        "description": "D_s1^*(2860)+- --> D K",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}}$",
        "pdgId": "M196.1"
    },
    {
        "description": "D_s1^*(2860)+- --> D0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M196.2"
    },
    {
        "description": "D_s1^*(2860)+- --> D+ K0S",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "M196.3"
    },
    {
        "description": "D_s1^*(2860)+- --> D^* K",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}}$",
        "pdgId": "M196.4"
    },
    {
        "description": "D_s1^*(2860)+- --> D^*()0 K+",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "M196.5"
    },
    {
        "description": "D_s1^*(2860)+- --> D^*()+ K0S",
        "description_tex": "${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$",
        "pdgId": "M196.6"
    },
    {
        "description": "D_s3^*(2860)+-",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$",
        "pdgId": "M226"
    },
    {
        "description": "D_s3*(2860)+ MASS",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{+}}$ MASS",
        "pdgId": "M226M"
    },
    {
        "description": "D_s3*(2860)+ WIDTH",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{+}}$ WIDTH",
        "pdgId": "M226W"
    },
    {
        "description": "G(D_s3*(2860)+- --> D* K)/G(D_s3*(2860)+- --> D K)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}})/\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}})$",
        "pdgId": "M226R01"
    },
    {
        "description": "G(D_s3*(2860)+- --> D*0 K+)/G(D_s3*(2860)+- --> D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "M226R02"
    },
    {
        "description": "G(D_s3*(2860)+- --> D*+ K0S)/G(D_s3*(2860)+- --> D+ K0S)",
        "description_tex": "$\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "M226R03"
    },
    {
        "description": "D_s3^*(2860)+- --> D K",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}}$",
        "pdgId": "M226.1"
    },
    {
        "description": "D_s3^*(2860)+- --> D0 K+",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "M226.2"
    },
    {
        "description": "D_s3^*(2860)+- --> D+ K0S",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "M226.3"
    },
    {
        "description": "D_s3^*(2860)+- --> D^* K",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}}$",
        "pdgId": "M226.4"
    },
    {
        "description": "D_s3^*(2860)+- --> D^*()0 K+",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "M226.5"
    },
    {
        "description": "D_s3^*(2860)+- --> D^*()+ K0S",
        "description_tex": "${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$",
        "pdgId": "M226.6"
    },
    {
        "description": "D_sJ(3040)+-",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{\\pm}}$",
        "pdgId": "M197"
    },
    {
        "description": "D_sJ(3040)+ MASS",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{+}}$ MASS",
        "pdgId": "M197M"
    },
    {
        "description": "D_sJ(3040)+ WIDTH",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{+}}$ WIDTH",
        "pdgId": "M197W"
    },
    {
        "description": "D_sJ(3040)+- --> D^* K",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit K}}$",
        "pdgId": "M197.1"
    },
    {
        "description": "D_sJ(3040)+- --> D^*()0 K+",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "M197.2"
    },
    {
        "description": "D_sJ(3040)+- --> D^*()+ K0S",
        "description_tex": "${{\\mathit D}_{{{sJ}}}{(3040)}^{\\pm}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}_S^0}$",
        "pdgId": "M197.3"
    },
    {
        "description": "b-flavored hadrons",
        "description_tex": "${{\\mathit b}}$-flavored hadrons",
        "pdgId": "S841"
    },
    {
        "description": "b-flavored hadrons",
        "description_tex": "${{\\mathit b}}$-flavored hadrons",
        "pdgId": "S842"
    },
    {
        "description": "B+-",
        "description_tex": "${{\\mathit B}^{\\pm}}$",
        "pdgId": "S041"
    },
    {
        "description": "B+- MASS",
        "description_tex": "${{\\mathit B}^{\\pm}}$ MASS",
        "pdgId": "S041M"
    },
    {
        "description": "B+- MEAN LIFE",
        "description_tex": "${{\\mathit B}^{\\pm}}$ MEAN LIFE",
        "pdgId": "S041T"
    },
    {
        "description": "meanlife(B+)/meanlife(B-)",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit B}^{+}}}/{\\mathit \\tau}_{{{\\mathit B}^{-}}}$",
        "pdgId": "S041DT"
    },
    {
        "description": "G(B+ --> lepton+ nu_lepton X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S95"
    },
    {
        "description": "G(B+ --> e+ nu(e) X_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S00"
    },
    {
        "description": "G(B+ --> lepton+ nu_lepton X_u)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}_{{{u}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A53"
    },
    {
        "description": "G(B+ --> Dbar0 lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R68"
    },
    {
        "description": "G(B+ --> Dbar0 lepton+ nu_lepton)/G(B+ --> lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S041C62"
    },
    {
        "description": "G(B+ --> Dbar0 lepton+ nu_lepton)/G(B+ --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S041B04"
    },
    {
        "description": "G(B+ --> tau+ nu_tau X)/G(B+ --> lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit X}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S041D23"
    },
    {
        "description": "G(B+ --> tau+ nu_tau X)/G(B+ --> e+ nu(e) X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit X}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}})$",
        "pdgId": "S041D24"
    },
    {
        "description": "G(B+ --> tau+ nu_tau X)/G(B+ --> mu+ nu_mu X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit X}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit X}})$",
        "pdgId": "S041D25"
    },
    {
        "description": "G(B+ --> Dbar0 tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C01"
    },
    {
        "description": "G(B+ --> Dbar0 tau+ nu_tau)/G(B+ --> Dbar0 lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S041C52"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R69"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 lepton+ nu_lepton)/G(B+ --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S041B05"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 e+ nu_e)/G(B+ --> Dbar*(2007)0 mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S041A86"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C02"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 tau+ nu_tau)/G(B+ --> Dbar*(2007)0 lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S041C53"
    },
    {
        "description": "G(B+ --> D^(*) n pi lepton+ nu_lepton (n >= 1))/G(B+ --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{(*)}}$ n  ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ (n ${}\\geq{}$ 1)$)/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S041B06"
    },
    {
        "description": "G(B+ --> D- pi+ lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q54"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 lepton+ nu_lepton  ,  Dbar_2*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C07"
    },
    {
        "description": "G(B+ --> Dbar_0*(2420)0 lepton+ nu_lepton  ,  Dbar_0*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C06"
    },
    {
        "description": "G(B+ --> D*- pi+ lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q55"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 lepton+ nu_lepton  ,  Dbar_10 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B32"
    },
    {
        "description": "G(B+ --> Dbar_1'(2430)0 lepton+ nu_lepton  ,  Dbar_1'0 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{\\,'}{(2430)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{'0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C05"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 lepton+ nu_lepton  ,  Dbar_2*0 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B33"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A78"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ pi- lepton+ nu_lepton)/G(B+ --> Dbar0 lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S041C91"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 lepton+ nu_lepton  ,  Dbar_10 --> Dbar0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A80"
    },
    {
        "description": "G(B+ --> Dbar*0 pi+ pi- lepton+ nu_lepton)/G(B+ --> Dbar*(2007)0 lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S041C92"
    },
    {
        "description": "G(B+ --> Dbar*0 pi+ pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A79"
    },
    {
        "description": "G(B+ --> D_s^(*)- K+ lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C78"
    },
    {
        "description": "G(B+ --> D_s- K+ lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T92"
    },
    {
        "description": "G(B+ --> D_s*- K+ lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T70"
    },
    {
        "description": "G(B+ --> pi0 lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q53"
    },
    {
        "description": "G(B+ --> pi0 e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R70"
    },
    {
        "description": "G(B+ --> eta lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T10"
    },
    {
        "description": "G(B+ --> eta' lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q88"
    },
    {
        "description": "G(B+ --> omega lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S47"
    },
    {
        "description": "G(B+ --> omega mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R79"
    },
    {
        "description": "G(B+ --> rho0 lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S48"
    },
    {
        "description": "G(B+ --> pi+ pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A38"
    },
    {
        "description": "G(B+ --> p pbar lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C82"
    },
    {
        "description": "G(B+ --> p pbar mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C83"
    },
    {
        "description": "G(B+ --> p pbar mu+ nu_mu)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P88"
    },
    {
        "description": "G(B+ --> p pbar e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C2"
    },
    {
        "description": "G(B+ --> e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S55"
    },
    {
        "description": "G(B+ --> mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S56"
    },
    {
        "description": "G(B+ --> tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S57"
    },
    {
        "description": "G(B+ --> lepton+ nu_lepton gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P01"
    },
    {
        "description": "G(B+ --> e+ nu(e) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B9"
    },
    {
        "description": "G(B+ --> mu+ nu_mu gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B10"
    },
    {
        "description": "G(B+ --> mu+ mu- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P68"
    },
    {
        "description": "G(B+ --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q24"
    },
    {
        "description": "G(B+ --> Dbar0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q25"
    },
    {
        "description": "G(B+ --> D0 X)/[G(B+ --> D0 X)+ G(B+ --> Dbar0 X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S041Q26"
    },
    {
        "description": "G(B+ --> D+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q27"
    },
    {
        "description": "G(B+ --> D- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q28"
    },
    {
        "description": "G(B+ --> D+ X)/[G(B+ --> D+ X)+ G(B+ --> D- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S041Q29"
    },
    {
        "description": "G(B+ --> D_s+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q30"
    },
    {
        "description": "G(B+ --> D_s- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q31"
    },
    {
        "description": "G(B+ --> D_s+ X)/[G(B+ --> D_s+ X)+ G(B+ --> D_s- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S041Q32"
    },
    {
        "description": "G(B+ --> D_s- X)/[G(B+ --> D_s+ X)+ G(B+ --> D_s- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S041Q33"
    },
    {
        "description": "G(B+ --> Lambda_c+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q34"
    },
    {
        "description": "G(B+ --> Lambdabar_c- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q35"
    },
    {
        "description": "G(B+ --> Lambda_c+ X)/[G(B+ --> Lambda_c+ X)+ G(B+ --> Lambdabar_c- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S041Q36"
    },
    {
        "description": "G(B+ --> cbar X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q37"
    },
    {
        "description": "G(B+ --> c X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit c}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q38"
    },
    {
        "description": "G(B+ --> c / cbar X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit c}}$  ${{\\overline{\\mathit c}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q39"
    },
    {
        "description": "G(B+ --> Dbar0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R1"
    },
    {
        "description": "G(B+ --> Dbar0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R25"
    },
    {
        "description": "G(B+ --> Dbar0 K+)/G(B+ --> Dbar0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041B07"
    },
    {
        "description": "G(B+ --> D_CP(+1) K+)/G(B+ --> D_CP(+1) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(+1)}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(+1)}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041B97"
    },
    {
        "description": "G(B+ --> D_CP(+1) K+)/G(B+ --> Dbar0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(+1)}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041C18"
    },
    {
        "description": "G(B+ --> D_CP(-1) K+)/G(B+ --> D_CP(-1) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(-1)}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(-1)}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041B98"
    },
    {
        "description": "G(B+ --> D_CP(-1) K+)/G(B+ --> Dbar0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(-1)}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041C19"
    },
    {
        "description": "G(B+ --> D0 K+)/G(B+ --> Dbar0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P62"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C51"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D K+)/G(B+ --> [ K+ pi- ]_D K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041Q12"
    },
    {
        "description": "G(B+ --> [ K- pi+ pi0 ]_D K+)/G(B+ --> [ K+ pi- pi0 ]_D K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041Q89"
    },
    {
        "description": "G(B+ --> [ K- pi+ pi+ pi- ]_D K+)/G(B+ --> [ K+ pi- pi+ pi- ]_D K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041C79"
    },
    {
        "description": "G(B+ --> [ pi+ pi+ pi- pi- ] _D K+)/G(B+ --> [ K+ pi- pi+ pi- ]_D K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$ ]  $_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041P27"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D K*(892)+)/G(B+ --> [ K+ pi- ]_D K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041Q63"
    },
    {
        "description": "G(B+ --> [ K- pi+ pi- pi+ ]_D K*(892)+)/G(B+ --> [ K+ pi- pi+ pi- ]_D K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041P50"
    },
    {
        "description": "G(B+ --> [ pi+ pi- pi+ pi- ]_D K*(892)+)/G(B+ --> [ K+ pi- pi+ pi- ]_D K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041P51"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q48"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D pi+)/G(B+ --> [ K+ pi- ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041Q49"
    },
    {
        "description": "G(B+ --> [ K- pi+ pi0 ]_D pi+)/G(B+ --> [ K+ pi- pi0 ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C81"
    },
    {
        "description": "G(B+ --> [ K- pi+ pi+ pi- ]_D pi+)/G(B+ --> [ K+ pi- pi+ pi- ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C80"
    },
    {
        "description": "G(B+ --> ([ K- pi+ ]_D pi0 )_D* pi+)/G(B+ --> ([ K+ pi- ]_D pi0 )_D* pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041QD0"
    },
    {
        "description": "G(B+ --> ([ K- pi+ ]_D gamma )_D* pi+)/G(B+ --> ([ K+ pi- ]_D gamma )_D* pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041QD1"
    },
    {
        "description": "G(B+ --> ([ K- pi+ ]_D pi0 )_D* K+)/G(B+ --> ([ K+ pi- ]_D pi0 )_D* K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041QD2"
    },
    {
        "description": "G(B+ --> ([ K- pi+ ]_D gamma )_D* K+)/G(B+ --> ([ K+ pi- ]_D gamma )_D* K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}})$",
        "pdgId": "S041QD3"
    },
    {
        "description": "G(B+ --> [ pi+ pi- pi0 ]_D K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q56"
    },
    {
        "description": "G(B+ --> [ K0S K+ pi- ]_D K+)/G(B+ --> [ K0S K+ pi- ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RA9"
    },
    {
        "description": "G(B+ --> [ K0S K- pi+ ]_D K+)/G(B+ --> [ K0S K- pi+ ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RA0"
    },
    {
        "description": "G(B+ --> [ K*(892)- K+ ]_D K+)/G(B+ --> [ K*(892)- K+ ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB1"
    },
    {
        "description": "G(B+ --> [ K*(892)+ K- ]_D K+)/G(B+ --> [ K*(892)+ K- ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB2"
    },
    {
        "description": "G(B+ --> [ K0S K+ pi- ]_D pi+)/G(B+ --> [ K0S K- pi+ ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RA8"
    },
    {
        "description": "G(B+ --> [ K+ K- pi0 ]_D K+)/G(B+ --> [ K+ K- pi0 ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB3"
    },
    {
        "description": "G(B+ --> [ pi+ pi- pi0 ]_D K+)/G(B+ --> [ pi+ pi- pi0 ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB4"
    },
    {
        "description": "G(B+ --> [ K*(892)- K+ ]_D pi+)/G(B+ --> [ K*(892)+ K- ]_D pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB0"
    },
    {
        "description": "G(B+ --> Dbar0 K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B57"
    },
    {
        "description": "G(B+ --> D_CP(-1) K*(892)+)/G(B+ --> Dbar0 K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[-1]}}}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041Q61"
    },
    {
        "description": "G(B+ --> D_CP(+1) K*(892)+)/G(B+ --> Dbar0 K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041Q62"
    },
    {
        "description": "G(B+ --> D0 K*(892)+)/G(B+ --> Dbar0 K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041P63"
    },
    {
        "description": "G(B+ --> Dbar0 K+ pi+ pi-)/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041T93"
    },
    {
        "description": "G(B+ --> D_CP(+1) K+ pi- pi+)/G(B+ --> [ K+ pi- ]_D K+ pi- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB5"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D K+ pi- pi+)/G(B+ --> [ K+ pi- ]_D K+ pi- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB6"
    },
    {
        "description": "G(B+ --> Dbar0 K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B64"
    },
    {
        "description": "G(B+ --> Dbar0 K+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B66"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R85"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ pi+ pi-)/G(B+ --> Dbar0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C66"
    },
    {
        "description": "G(B+ --> [ K- pi+ ]_D pi+ pi- pi+)/G(B+ --> [ K+ pi- ]_D K+ pi- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041RB7"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ pi+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R86"
    },
    {
        "description": "G(B+ --> Dbar0 pi+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R87"
    },
    {
        "description": "G(B+ --> Dbar0 a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R88"
    },
    {
        "description": "G(B+ --> Dbar0 omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B54"
    },
    {
        "description": "G(B+ --> D*(2010)- pi+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R2"
    },
    {
        "description": "G(B+ --> D*(2010)- K+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P42"
    },
    {
        "description": "G(B+ --> D*(2010)- K+ pi+)/G(B+ --> D*(2010)- pi+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041P43"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+  ,  Dbar_10 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P97"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+  ,  Dbar_10 --> D*(2010)- pi+)/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C69"
    },
    {
        "description": "G(B+ --> D- pi+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R14"
    },
    {
        "description": "G(B+ --> D- K+ pi+)/G(B+ --> D- pi+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041T99"
    },
    {
        "description": "G(B+ --> D_0*(2300)0 K+  ,  D_0*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D00"
    },
    {
        "description": "G(B+ --> D_2*(2460)0 K+  ,  D_2*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D02"
    },
    {
        "description": "G(B+ --> D_1*(2760)0 K+  ,  D_1*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D01"
    },
    {
        "description": "G(B+ --> D+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q47"
    },
    {
        "description": "G(B+ --> D+ K+ pi-)/G(B+ --> D- K+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041P25"
    },
    {
        "description": "G(B+ --> D+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A72"
    },
    {
        "description": "G(B+ --> D_2*(2460)0 K+  ,  D_2*0 --> D+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P26"
    },
    {
        "description": "G(B+ --> D+ K*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P02"
    },
    {
        "description": "G(B+ --> D+ Kbar*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C76"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R15"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B53"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S41"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B48"
    },
    {
        "description": "G(B+ --> Dbar_CP(+1)*0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(+1)}}}^{*0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C47"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 K+)/G(B+ --> Dbar*(2007)0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041P52"
    },
    {
        "description": "G(B+ --> Dbar_CP(+1)*0 K+)/G(B+ --> Dbar_CP(+1)*0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(+1)}}}^{*0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(+1)}}}^{*0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041Q71"
    },
    {
        "description": "G(B+ --> Dbar_CP(-1)*0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(-1)}}}^{*0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C48"
    },
    {
        "description": "G(B+ --> Dbar_CP(-1)*0 K+)/G(B+ --> D_CP(-1)*0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(-1)}}}^{*0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{CP(-1)}}}^{*0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041Q81"
    },
    {
        "description": "G(B+ --> D*(2007)0 K+)/G(B+ --> Dbar*(2007)0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P64"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B58"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B65"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 K+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B67"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S92"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S96"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 pi- pi+ pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B52"
    },
    {
        "description": "G(B+ --> Dbar*0 3pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q23"
    },
    {
        "description": "G(B+ --> D*(2010)+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B15"
    },
    {
        "description": "G(B+ --> D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B45"
    },
    {
        "description": "G(B+ --> D*(2010)- pi+ pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R12"
    },
    {
        "description": "G(B+ --> D*(2010)- pi+ pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R64"
    },
    {
        "description": "G(B+ --> Dbar**0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R03"
    },
    {
        "description": "G(B+ --> Dbar_1*(2420)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2420)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R93"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+   x  Dbar_10 --> Dbar0 pi+ pi- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ${\\times }$ B(${{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q82"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+   x  Dbar_10 --> Dbar0 pi+ pi- )/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ${\\times }$ B(${{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $)/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C67"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+   x  Dbar_10 --> Dbar0 pi+ pi- (nonresonant))/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ${\\times }$ B(${{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ (nonresonant))$)/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C68"
    },
    {
        "description": "G(B+ --> Dbar_1(2430)0 pi+  ,  Dbar_10 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P78"
    },
    {
        "description": "G(B+ --> Dbar_2*(2462)0 pi+  ,  Dbar_2*0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q01"
    },
    {
        "description": "G(B+ --> Dbar_2*(2462)0 pi+  ,  Dbar_2*0 --> Dbar0 pi- pi+)/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C70"
    },
    {
        "description": "G(B+ --> Dbar_2*(2462)0 pi+  ,  Dbar_2*0 --> Dbar0 pi- pi+  (nonresonant))/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$  (nonresonant)$)/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C72"
    },
    {
        "description": "G(B+ --> Dbar_2*(2462)0 pi+  ,  Dbar_2*0 --> D*(2010)- pi+)/G(B+ --> Dbar0 pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S041C71"
    },
    {
        "description": "G(B+ --> Dbar_0*(2400)0 pi+  x   x Dbar_0*(2400)0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{0}}{{\\mathit \\pi}^{+}}{\\times }~B({{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{0}}$  $\\rightarrow$ ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q02"
    },
    {
        "description": "G(B+ --> Dbar_1(2421)0 pi+  ,  Dbar_10 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2421)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q03"
    },
    {
        "description": "G(B+ --> Dbar_2*(2462)0 pi+  ,  Dbar_2*0 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q04"
    },
    {
        "description": "G(B+ --> Dbar_1'(2427)0 pi+  ,  Dbar_1'0 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{\\,'}{(2427)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{'0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q05"
    },
    {
        "description": "G(B+ --> Dbar_1(2420)0 pi+ x Dbar_10 --> Dbar*0 pi+ pi- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}{\\times }B({{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q83"
    },
    {
        "description": "G(B+ --> Dbar_1*(2420)0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2420)}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R94"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R91"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 pi+ x Dbar_2*0 --> Dbar*0 pi+ pi- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\pi}^{+}}{\\times }B({{\\overline{\\mathit D}}_{{{2}}}^{*0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q84"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R92"
    },
    {
        "description": "G(B+ --> Dbar(2550)0 pi+  ,  Dbar0 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}{(2550)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P79"
    },
    {
        "description": "G(B+ --> Dbar_J*(2600)0 pi+  ,  Dbar_J*0 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{J}}}^{*}{(2600)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{J}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P80"
    },
    {
        "description": "G(B+ --> Dbar_1*(2680)0 pi+  ,  Dbar_1*(2680)0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2680)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2680)}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P38"
    },
    {
        "description": "G(B+ --> Dbar(2740)0 pi+  ,  Dbar0 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}{(2740)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P81"
    },
    {
        "description": "G(B+ --> Dbar_3*(2750)0 pi+  ,  Dbar_3*0 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2750)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P83"
    },
    {
        "description": "G(B+ --> Dbar_3*(2760)0 pi+  ,  Dbar_3*(2760)0 pi+ --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2760)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2760)}^{0}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P39"
    },
    {
        "description": "G(B+ --> Dbar_2*(3000)0 pi+  ,  Dbar_2*(3000)0 pi+ --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(3000)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(3000)}^{0}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P40"
    },
    {
        "description": "G(B+ --> Dbar0 D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R39"
    },
    {
        "description": "G(B+ --> Dbar0 D+)/G(B+ --> Dbar0 D_s+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}})$",
        "pdgId": "S041D16"
    },
    {
        "description": "G(B+ --> D_s0*(2317)+ Dbar0  ,  D_s0*+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit D}_{{{s0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C4"
    },
    {
        "description": "G(B+ --> D_s0(2317)+ Dbar0   x  D_s0(2317)+ --> D_s*+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{s0}}}{(2317)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q40"
    },
    {
        "description": "G(B+ --> D_s0(2317)+ Dbar*(2007)0   x  D_s0(2317)+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{s0}}}{(2317)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q19"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C5"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar0   x  D_sJ(2457)+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q21"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar0   x  D_sJ(2457)+ --> D_s+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q41"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar0   x  D_sJ(2457)+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q42"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar0   x  D_sJ(2457)+ --> D_s*+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q43"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q20"
    },
    {
        "description": "G(B+ --> D_sJ(2457)+ Dbar*(2007)0   x  D_sJ(2457)+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q22"
    },
    {
        "description": "G(B+ --> Dbar0 D_s1(2536)+  x  D_s1(2536)+ --> D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C41"
    },
    {
        "description": "G(B+ --> Dbar0 D_s1(2536)+  x  D_s1(2536)+ --> D*(2007)0 K+ + D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$ + ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C63"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D_s1(2536)+  x  D_s1(2536)+ --> D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C42"
    },
    {
        "description": "G(B+ --> Dbar0 D_s1(2536)+  x  D_s1(2536)+ --> D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B01"
    },
    {
        "description": "G(B+ --> Dbar0 D_sJ(2700)+  x  D_sJ(2700)+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C03"
    },
    {
        "description": "G(B+ --> Dbar*0 D_s1(2536)+  ,  D_s1+ --> D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B02"
    },
    {
        "description": "G(B+ --> Dbar0 D_sJ(2573)+  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C86"
    },
    {
        "description": "G(B+ --> Dbar*0 D_sJ(2573)  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}_{{{sJ}}}{(2573)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C43"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D_sJ(2573)  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{sJ}}}{(2573)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C44"
    },
    {
        "description": "G(B+ --> Dbar0 D_s*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S49"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D_s+  ,  Dbar*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041A95"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S50"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D_s*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S51"
    },
    {
        "description": "G(B+ --> Dbar_2*(2460)0 D_s+  ,  Dbar_2*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041A96"
    },
    {
        "description": "G(B+ --> Dbar_1*(2600)0 D_s+  ,  Dbar_1*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2600)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041A97"
    },
    {
        "description": "G(B+ --> Dbar_3*(2750)0 D_s+  ,  Dbar_3*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2750)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041A98"
    },
    {
        "description": "G(B+ --> Dbar_1*(2760)0 D_s+  ,  Dbar_1*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2760)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041A99"
    },
    {
        "description": "G(B+ --> Dbar_J*(3000)0 D_s+  ,  Dbar_J*0 --> D- pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{J}}}^{*}{(3000)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{J}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C00"
    },
    {
        "description": "G(B+ --> T_c_s_0*(2900)++ D-  ,  T_c_s_0*++ --> D_s+ pi+)/G(B+ --> D- D_s+ pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2900)}^{++}}{{\\mathit D}^{-}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*++}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C27"
    },
    {
        "description": "G(B+ --> D_s^(*)+ Dbar**0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)+}}{{\\overline{\\mathit D}}^{**0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B39"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D*(2010)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2010)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B34"
    },
    {
        "description": "G(B+ --> Dbar0 D*(2010)+ + Dbar*(2007)0 D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{+}$  ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B35"
    },
    {
        "description": "G(B+ --> Dbar0 D*(2010)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q74"
    },
    {
        "description": "G(B+ --> Dbar0 D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B36"
    },
    {
        "description": "G(B+ --> Dbar0 D*(2010)+)/G(B+ --> Dbar0 D+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}})$",
        "pdgId": "S041D17"
    },
    {
        "description": "G(B+ --> Dbar0 D+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C28"
    },
    {
        "description": "G(B+ --> D+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R49"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C29"
    },
    {
        "description": "G(B+ --> Dbar0 D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C30"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C31"
    },
    {
        "description": "G(B+ --> Dbar0 D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C32"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C33"
    },
    {
        "description": "G(B+ --> Dbar0 D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C34"
    },
    {
        "description": "G(B+ --> Dbar*(2007)0 D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C35"
    },
    {
        "description": "G(B+ --> D- D+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C36"
    },
    {
        "description": "G(B+ --> T_c_s_0*(2870)0 D+  ,  T_c_s_0*0 --> D- K+)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2870)}^{0}}{{\\mathit D}^{+}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A26"
    },
    {
        "description": "G(B+ --> T_c_s_1*(2900)0 D+  ,  T_c_s_1*0 --> D- K+)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 1}}}^{*}{(2900)}^{0}}{{\\mathit D}^{+}}$  ,   ${{\\mathit T}_{{{c s 1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A27"
    },
    {
        "description": "G(B+ --> D- D+ K+ nonresonant)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}}$ nonresonant$)/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A28"
    },
    {
        "description": "G(B+ --> D- D*(2010)+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C37"
    },
    {
        "description": "G(B+ --> D- D*(2010)+ K+)/G(B+ --> Dbar0 D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A29"
    },
    {
        "description": "G(B+ --> D*(2010)- D+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C38"
    },
    {
        "description": "G(B+ --> D*(2010)- D+ K+)/G(B+ --> Dbar0 D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A30"
    },
    {
        "description": "G(B+ --> D- D*(2010)+ K+)/G(B+ --> D*(2010)- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A31"
    },
    {
        "description": "G(B+  --> EFF_1++ K+ , EFF_1++ --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   EFF$_{1++}$  ${{\\mathit K}^{+}}$ , EFF$_{1++}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D36"
    },
    {
        "description": "G(B+  --> eta_c(3945) K+  ,  eta_c --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(3945)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D37"
    },
    {
        "description": "G(B+  --> h_c(4000) K+  ,  h_c --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(4000)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D39"
    },
    {
        "description": "G(B+ --> chi_c2(3930) K+  ,  chi_c2 --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D38"
    },
    {
        "description": "G(B+ --> chi_c1(4010) K+  ,  chi_c1 --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4010)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D40"
    },
    {
        "description": "G(B+  --> psi(4040) K+  ,  psi --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D41"
    },
    {
        "description": "G(B+  --> h_c(4300) K+  ,  h_c --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(4300)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D42"
    },
    {
        "description": "G(B+   --> T_cbar_sbar_0*(2870)0 K+  ,  T_cbar_sbar_0*0 --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$     $\\rightarrow$   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D43"
    },
    {
        "description": "G(B+    --> T_cbar_sbar_1*(2900)0 K+  ,  T_cbar_sbar_1*0 --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$       $\\rightarrow$   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D44"
    },
    {
        "description": "G(B+ --> NR_1-- K+  ,  NR_1-- --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{1--}$  ${{\\mathit K}^{+}}$  ,   NR$_{1--}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D45"
    },
    {
        "description": "G(B+ --> NR_0-- K+  ,  NR_0-- --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{0--}$  ${{\\mathit K}^{+}}$  ,   NR$_{0--}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D46"
    },
    {
        "description": "G(B+ --> NR_1++ K+  ,  NR_1++ --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{1++}$  ${{\\mathit K}^{+}}$  ,   NR$_{1++}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D47"
    },
    {
        "description": "G(B+ --> NR_0-+ K+  ,  NR_0-+ --> D*(2010)-+ D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{0-+}$  ${{\\mathit K}^{+}}$  ,   NR$_{0-+}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D48"
    },
    {
        "description": "G(B+ --> D*(2010)- D*(2010)+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C39"
    },
    {
        "description": "G(B+ --> ( Dbar + Dbar* )( D + D* ) K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   (  ${{\\overline{\\mathit D}}}$ +  ${{\\overline{\\mathit D}}^{*}}$ )(  ${{\\mathit D}}$ +  ${{\\mathit D}^{*}}$ )  ${{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C40"
    },
    {
        "description": "G(B+ --> D_s- D_s+ K+)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A94"
    },
    {
        "description": "G(B+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S83"
    },
    {
        "description": "[G(B+ --> D_s+ pi0)/G(total)+ G(B+ --> D_s*+ pi0)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S62"
    },
    {
        "description": "G(B+ --> D_s*+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S84"
    },
    {
        "description": "G(B+ --> D_s+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S85"
    },
    {
        "description": "G(B+ --> D_s*+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S86"
    },
    {
        "description": "G(B+ --> D_s+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S87"
    },
    {
        "description": "[G(B+ --> D_s+ rho0)/G(total)+ G(B+ --> D_s+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S60"
    },
    {
        "description": "G(B+ --> D_s*+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S88"
    },
    {
        "description": "[G(B+ --> D_s*+ rho0)/G(total)+ G(B+ --> D_s*+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S61"
    },
    {
        "description": "G(B+ --> D_s+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S63"
    },
    {
        "description": "G(B+ --> D_s*+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S64"
    },
    {
        "description": "G(B+ --> D_s+ a_1(1260)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S65"
    },
    {
        "description": "G(B+ --> D_s*+ a_1(1260)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S66"
    },
    {
        "description": "G(B+ --> D_s+ K+ K-)/G(B+ --> Dbar0 D_s+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}})$",
        "pdgId": "S041P49"
    },
    {
        "description": "G(B+ --> D_s+ phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S67"
    },
    {
        "description": "G(B+ --> D_s*+ phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S68"
    },
    {
        "description": "G(B+ --> D_s+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S69"
    },
    {
        "description": "G(B+ --> D_s*+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S70"
    },
    {
        "description": "G(B+ --> D_s+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S89"
    },
    {
        "description": "G(B+ --> D_s+ K*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C77"
    },
    {
        "description": "G(B+ --> D_s*+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S90"
    },
    {
        "description": "G(B+ --> D_s- pi+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S71"
    },
    {
        "description": "G(B+ --> D_s*- pi+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S72"
    },
    {
        "description": "G(B+ --> D_s- pi+ K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S73"
    },
    {
        "description": "G(B+ --> D_s*- pi+ K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S74"
    },
    {
        "description": "G(B+ --> D_s- K+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C10"
    },
    {
        "description": "G(B+ --> D_s- K+ K+)/G(B+ --> D_s- pi+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041C84"
    },
    {
        "description": "G(B+ --> D_s*- K+ K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C12"
    },
    {
        "description": "G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B40"
    },
    {
        "description": "G(B+ --> eta_c K+)/G(total) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B08"
    },
    {
        "description": "G(B+ --> eta_c K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q96"
    },
    {
        "description": "G(B+ --> eta_c K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C93"
    },
    {
        "description": "G(B+ --> eta_c K+ omega(782))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\omega}{(782)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C94"
    },
    {
        "description": "G(B+ --> eta_c K+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C95"
    },
    {
        "description": "G(B+ --> eta_c K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C96"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q77"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+  ,  eta_c --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BA2"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+  ,  eta_c --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P70"
    },
    {
        "description": "G(B+ --> h_c(1P) K+)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C16"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+)/G(total) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B09"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+  ,  eta_c --> K0S K-+ pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C65"
    },
    {
        "description": "G(B+ --> J/psi(1S) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R3"
    },
    {
        "description": "G(B+ --> eta_c K+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041Q06"
    },
    {
        "description": "G(B+ --> J/psi(1S) K+)/G(total) * G(J/psi(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C14"
    },
    {
        "description": "G(B+ --> J/psi(1S) K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R19"
    },
    {
        "description": "G(B+ --> J/psi(1S) K+ K- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA7"
    },
    {
        "description": "G(B+ --> h_c(1P) K+  ,  h_c --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q69"
    },
    {
        "description": "G(B+ --> X(3730)0 K+  ,  X0 --> eta_c eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3730)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C97"
    },
    {
        "description": "G(B+ --> X(3730)0 K+  ,  X0 --> eta_c pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3730)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C98"
    },
    {
        "description": "G(B+ --> eta_c2(1D) K+  ,  eta_c2 --> h_c gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P86"
    },
    {
        "description": "G(B+ --> eta_c2(1D) pi+ K0S  ,  eta_c2 --> h_c gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit \\pi}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P87"
    },
    {
        "description": "G(B+ --> psi_2(3823) K+  ,  psi_2 --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P85"
    },
    {
        "description": "G(B+ --> psi_2(3823) K+  ,  psi_2 --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A56"
    },
    {
        "description": "G(B+ --> psi_3(3842) K+  ,  psi_3 --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{3}}}{(3842)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{3}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A58"
    },
    {
        "description": "G(B+ --> chi_c1(3872) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C3"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P47"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> D+ D-)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A21"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> eta_c eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P13"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> eta_c pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P14"
    },
    {
        "description": "G(B+ --> X(4014)0 K+  ,  X0 --> eta_c eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(4014)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P15"
    },
    {
        "description": "G(B+ --> X(4014)0 K+  ,  X0 --> eta_c pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(4014)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P16"
    },
    {
        "description": "G(B+ --> T_c_cbar_1(3900)0 K+  ,  T_c_cbar_10 --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P17"
    },
    {
        "description": "G(B+ --> T_c_cbar_1(3900)0 K+  ,  T_c_cbar_10 --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A60"
    },
    {
        "description": "G(B+ --> T_c_cbar(4020)0 K+  ,  T_c_cbar0 --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P18"
    },
    {
        "description": "G(B+ --> chi_c1(3872) K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P98"
    },
    {
        "description": "G(B+ --> chi_c1(3872)+ K0  ,  chi_c1+ --> J/psi(1S) pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\chi}_{{{c1}}}^{+}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q52"
    },
    {
        "description": "G(B+ --> chi_c1(3872) K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C85"
    },
    {
        "description": "G(B+ --> T_c_cbar_1(4430)+ K0  ,  T_c_cbar_1+ --> J/psi pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{+}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C54"
    },
    {
        "description": "G(B+ --> T_c_cbar_1(4430)+ K0  ,  T_c_cbar_1+ --> psi(2S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C55"
    },
    {
        "description": "G(B+ --> T_c_cbar_1(4430)0 K+  ,  T_c_cbar_10 --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A61"
    },
    {
        "description": "G(B+ --> psi(4230)0 K+  ,  psi0 --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q57"
    },
    {
        "description": "G(B+ --> psi(4230) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A62"
    },
    {
        "description": "G(B+ --> psi(4360) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4360)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A63"
    },
    {
        "description": "G(B+ --> psi(4390) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4390)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A64"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> J/psi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R00"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> chi_c1(1P) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P67"
    },
    {
        "description": "G(B+ --> X(3930)0 K+  ,  X0 --> J/psi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3930)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R01"
    },
    {
        "description": "G(B+ --> J/psi(1S) K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C74"
    },
    {
        "description": "G(B+ --> J/psi(1S) K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R65"
    },
    {
        "description": "G(B+ --> J/psi(1S) K*(892)+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041S98"
    },
    {
        "description": "G(B+ --> J/psi(1S) K(1270)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1270)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B49"
    },
    {
        "description": "G(B+ --> J/psi(1S) K(1400)+)/G(B+ --> J/psi(1S) K(1270)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1400)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1270)}^{+}})$",
        "pdgId": "S041B50"
    },
    {
        "description": "G(B+ --> J/psi(1S) eta K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q08"
    },
    {
        "description": "G(B+ --> chi_c1-odd(3872) K+  ,  chi_c1-odd --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1-odd}}}{(3872)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1-odd}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C89"
    },
    {
        "description": "G(B+ --> psi(4160) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C90"
    },
    {
        "description": "G(B+ --> J/psi(1S) eta' K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q86"
    },
    {
        "description": "G(B+ --> J/psi(1S) eta' K+)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A67"
    },
    {
        "description": "G(B+ --> J/psi(1S) phi K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B43"
    },
    {
        "description": "G(B+ --> J/psi(1S) K_1(1650)  ,  K_1 --> phi K+)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_{{{1}}}{(1650)}}$  ,   ${{\\mathit K}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P34"
    },
    {
        "description": "G(B+ --> J/psi(1S) K*(1680)+  ,  K* --> phi K+)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(1680)}^{+}}$  ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P35"
    },
    {
        "description": "G(B+ --> J/psi(1S) K_2*(1980)  ,  K_2* --> phi K+)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_{{{2}}}^{*}{(1980)}}$  ,   ${{\\mathit K}_{{{2}}}^{*}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P36"
    },
    {
        "description": "G(B+ --> J/psi(1S) K(1830)+  ,  K(1830)+ --> phi K+)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1830)}^{+}}$  ,   ${{\\mathit K}{(1830)}^{+}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P37"
    },
    {
        "description": "G(B+ --> chi_c1(4140) K+  ,  chi_c1 --> J/psi(1S) phi)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4140)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041T94"
    },
    {
        "description": "G(B+ --> chi_c1(4274) K+  ,  chi_c1 --> J/psi(1S) phi)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4274)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041T95"
    },
    {
        "description": "G(B+ --> chi_c0(4500) K+  ,  chi_c0 --> J/psi(1S) phi)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(4500)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P32"
    },
    {
        "description": "G(B+ --> chi_c0(4700) K+  ,  chi_c0 --> J/psi(1S) phi)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(4700)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P33"
    },
    {
        "description": "G(B+ --> J/psi(1S) omega K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C46"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> J/psi omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C20"
    },
    {
        "description": "G(B+ --> chi_c0(3915) K+  ,  chi_c0 --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BA3"
    },
    {
        "description": "G(B+ --> J/psi(1S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B91"
    },
    {
        "description": "G(B+ --> J/psi(1S) pi+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041S97"
    },
    {
        "description": "G(B+ --> J/psi(1S) pi+ pi+ pi+ pi- pi-)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P30"
    },
    {
        "description": "G(B+ --> psi(2S) pi+ pi+ pi-)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P31"
    },
    {
        "description": "G(B+ --> J/psi(1S) rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S99"
    },
    {
        "description": "G(B+ --> J/psi(1S) pi+ pi0 nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q87"
    },
    {
        "description": "G(B+ --> J/psi(1S) a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B1"
    },
    {
        "description": "G(B+ --> J/psi(1S) p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T98"
    },
    {
        "description": "G(B+ --> J/psi(1S) p Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C1"
    },
    {
        "description": "G(B+ --> J/psi(1S) Sigmabar0 p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C11"
    },
    {
        "description": "G(B+ --> J/psi(1S) D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q44"
    },
    {
        "description": "G(B+ --> J/psi(1S) Dbar0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q45"
    },
    {
        "description": "G(B+  --> J/psi(1S) D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D49"
    },
    {
        "description": "G(B+ --> psi(2S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C08"
    },
    {
        "description": "G(B+ --> psi(2S) pi+)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041C09"
    },
    {
        "description": "G(B+ --> psi(2S) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R20"
    },
    {
        "description": "G(B+ --> psi(2S) K+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041B46"
    },
    {
        "description": "G(B+ --> psi(2S) K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R66"
    },
    {
        "description": "G(B+ --> psi(2S) K*(892)+)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041Q75"
    },
    {
        "description": "G(B+ --> psi(2S) K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C75"
    },
    {
        "description": "G(B+ --> psi(2S) K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R67"
    },
    {
        "description": "G(B+ --> psi(2S) phi(1020) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}{(1020)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P29"
    },
    {
        "description": "G(B+ --> psi(3770) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q13"
    },
    {
        "description": "G(B+ --> psi(3770) K+)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A20"
    },
    {
        "description": "G(B+ --> psi(3770) K+ , psi --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$ , ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q14"
    },
    {
        "description": "G(B+ --> psi(3770) K+ , psi --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$ , ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q15"
    },
    {
        "description": "G(B+ --> psi(3770) K+  ,  psi --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P44"
    },
    {
        "description": "G(B+ --> psi(3770) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A57"
    },
    {
        "description": "G(B+ --> psi(4040) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C88"
    },
    {
        "description": "G(B+ --> psi(4040) K+  ,  psi --> D+ D-)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A23"
    },
    {
        "description": "G(B+ --> psi(4160) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T97"
    },
    {
        "description": "G(B+ --> psi(4160) K+  ,  psi --> Dbar0 D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C87"
    },
    {
        "description": "G(B+ --> psi(4160) K+  ,  psi --> D+ D-)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A24"
    },
    {
        "description": "G(B+ --> psi(4415) K+  ,  psi --> D+ D-)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4415)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A25"
    },
    {
        "description": "G(B+ --> psi(4415) K+  ,  psi --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4415)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A59"
    },
    {
        "description": "G(B+ --> chi_c0 pi+  ,  chi_c0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S04"
    },
    {
        "description": "G(B+ --> chi_c0 pi+  ,  chi_c0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A75"
    },
    {
        "description": "G(B+ --> chi_c0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B41"
    },
    {
        "description": "G(B+ --> chi_c0 K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D05"
    },
    {
        "description": "G(B+ --> chi_c0 K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q70"
    },
    {
        "description": "G(B+ --> chi_c1(1P) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RC1"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R90"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041B47"
    },
    {
        "description": "G(B+ --> chi_c1(1P) pi+)/G(B+ --> chi_c1(1P) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041QC1"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R95"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K*(892)+)/G(B+ --> chi_c1(1P) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041Q76"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C26"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K0 pi+)/G(B+ --> J/psi(1S) K0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C73"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P03"
    },
    {
        "description": "G(B+ --> chi_c1(1P) K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P19"
    },
    {
        "description": "G(B+ --> chi_c1(2P) K+  ,  chi_c1(2P) --> pi+ pi- chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(2P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}{(2P)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P22"
    },
    {
        "description": "G(B+ --> chi_c2 pi+  ,  chi_c2 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A76"
    },
    {
        "description": "G(B+ --> chi_c2 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q72"
    },
    {
        "description": "G(B+ --> chi_c2 K+  ,  chi_c2 --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P69"
    },
    {
        "description": "G(B+ --> chi_c2 K+)/G(total) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C13"
    },
    {
        "description": "G(B+ --> chi_c2 K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q73"
    },
    {
        "description": "G(B+ --> chi_c2 K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P00"
    },
    {
        "description": "G(B+ --> chi_c2 K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P04"
    },
    {
        "description": "G(B+ --> chi_c2 K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P20"
    },
    {
        "description": "G(B+ --> chi_c2(3930) K+  ,  chi_c2 --> D+ D-)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A22"
    },
    {
        "description": "G(B+ --> chi_c2(3930) pi+  ,  chi_c2 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C57"
    },
    {
        "description": "G(B+ --> h_c(1P) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q85"
    },
    {
        "description": "G(B+ --> h_c(1P) K+  ,  h_c --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BA4"
    },
    {
        "description": "G(B+ --> K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R5"
    },
    {
        "description": "G(B+ --> K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R97"
    },
    {
        "description": "G(B+ --> K+ pi0)/G(B+ --> K0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041B44"
    },
    {
        "description": "G(B+ --> eta' K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B24"
    },
    {
        "description": "G(B+ --> eta' K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B20"
    },
    {
        "description": "G(B+ --> eta' K_0*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T63"
    },
    {
        "description": "G(B+ --> eta' K_2*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T64"
    },
    {
        "description": "G(B+ --> eta K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B21"
    },
    {
        "description": "G(B+ --> eta K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B22"
    },
    {
        "description": "G(B+ --> eta K_0*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T16"
    },
    {
        "description": "G(B+ --> eta K_2*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T17"
    },
    {
        "description": "G(B+ --> eta(1295) K+   x  eta(1295) --> eta pi pi )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1295)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T37"
    },
    {
        "description": "G(B+ --> eta(1405) K+   x  eta(1405) --> eta pi pi )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T38"
    },
    {
        "description": "G(B+ --> eta(1405) K+   x  eta(1405) --> K* K )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T39"
    },
    {
        "description": "G(B+ --> eta(1475) K+   x  eta(1475) --> K* K )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T40"
    },
    {
        "description": "G(B+ --> f_1(1285) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T41"
    },
    {
        "description": "G(B+ --> f_1(1420) K+   x  f_1(1420) --> eta pi pi )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T42"
    },
    {
        "description": "G(B+ --> f_1(1420) K+   x  f_1(1420) --> K* K )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T43"
    },
    {
        "description": "G(B+ --> phi(1680) K+   x  phi(1680) --> K* K )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T44"
    },
    {
        "description": "G(B+ --> f_0(1500) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T03"
    },
    {
        "description": "G(B+ --> omega K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B25"
    },
    {
        "description": "G(B+ --> omega K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B26"
    },
    {
        "description": "G(B+ --> omega (K pi)_0*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T51"
    },
    {
        "description": "G(B+ --> omega K_0*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T52"
    },
    {
        "description": "G(B+ --> omega K_2*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T53"
    },
    {
        "description": "G(B+ --> a_0(980)0 K+  x a_0(980)0 --> eta pi0 )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit K}^{+}}{\\times }B({{\\mathit a}_{{{0}}}{(980)}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA5"
    },
    {
        "description": "G(B+ --> a_0(980)+ K0  x a_0(980)+ --> eta pi+ )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit K}^{0}}{\\times }B({{\\mathit a}_{{{0}}}{(980)}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA6"
    },
    {
        "description": "G(B+ --> K*(892)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R6"
    },
    {
        "description": "G(B+ --> K*(892)+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R99"
    },
    {
        "description": "G(B+ --> K+ pi- pi+)/G(B+ --> K+ K- K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})$",
        "pdgId": "S041Q00"
    },
    {
        "description": "G(B+ --> K+ pi- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B60"
    },
    {
        "description": "G(B+ --> K+ pi- pi+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R32"
    },
    {
        "description": "G(B+ --> omega(782) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T34"
    },
    {
        "description": "G(B+ --> K+ f_0(980)  x  f_0(980) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ${\\times }$ B(${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B59"
    },
    {
        "description": "G(B+ --> f_2(1270)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T00"
    },
    {
        "description": "G(B+ --> f_0(1370)0 K+  x  f_0(1370)0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}^{0}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(1370)}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T01"
    },
    {
        "description": "G(B+ --> rho(14500) K+  x   x rho(1450)0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(14500)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit \\rho}{(1450)}^{0}}$  $\\rightarrow$ ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T02"
    },
    {
        "description": "G(B+ --> f_2'(1525) K+  x  f_2'(1525) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T04"
    },
    {
        "description": "G(B+ --> K+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R7"
    },
    {
        "description": "G(B+ --> K_0*(1430)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S08"
    },
    {
        "description": "G(B+ --> K_2*(1430)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R72"
    },
    {
        "description": "G(B+ --> K*(1410)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q64"
    },
    {
        "description": "G(B+ --> K*(1680)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S09"
    },
    {
        "description": "G(B+ --> K+ pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T74"
    },
    {
        "description": "G(B+ --> f_0(980) K+  x   x f_0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{0}}}}$  $\\rightarrow$ ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T75"
    },
    {
        "description": "G(B+ --> K- pi+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B61"
    },
    {
        "description": "G(B+ --> K- pi+ pi+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B3"
    },
    {
        "description": "G(B+ --> K_1(1270)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T62"
    },
    {
        "description": "G(B+ --> K_1(1400)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R71"
    },
    {
        "description": "G(B+ --> K0 pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B82"
    },
    {
        "description": "G(B+ --> K0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R98"
    },
    {
        "description": "G(B+ --> K_0*(1430)+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P48"
    },
    {
        "description": "G(B+ --> K*(892)+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R83"
    },
    {
        "description": "G(B+ --> K*(892)+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R73"
    },
    {
        "description": "G(B+ --> K*(892)+ f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T15"
    },
    {
        "description": "G(B+ --> a_1+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T23"
    },
    {
        "description": "G(B+ --> b_1+ K0   x  b_1+ --> omega pi+ )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit K}^{0}}$  ${\\times }$ B(${{\\mathit b}_{{{1}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T36"
    },
    {
        "description": "G(B+ --> K*(892)0 rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S07"
    },
    {
        "description": "G(B+ --> K_1(1400)+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R74"
    },
    {
        "description": "G(B+ --> K_2*(1430)+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R75"
    },
    {
        "description": "G(B+ --> b_10 K+  x  b_10 --> omega pi0 )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T26"
    },
    {
        "description": "G(B+ --> b_1+ K*0  x  b_1+ --> omega pi+ )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit K}^{*0}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T56"
    },
    {
        "description": "G(B+ --> b_10 K*+  x  b_10 --> omega pi0 )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{*+}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T57"
    },
    {
        "description": "G(B+ --> K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B16"
    },
    {
        "description": "G(B+ --> K+ Kbar0)/G(B+ --> K0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C56"
    },
    {
        "description": "G(B+ --> Kbar0 K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B83"
    },
    {
        "description": "G(B+ --> K+ K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C6"
    },
    {
        "description": "G(B+ --> f_0(980) K+  ,  f_0 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T88"
    },
    {
        "description": "G(B+ --> f_0(1710) K+  ,  f_0 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T89"
    },
    {
        "description": "G(B+ --> K+ K0S K0S nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T90"
    },
    {
        "description": "G(B+ --> K0S K0S pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C7"
    },
    {
        "description": "G(B+ --> K+ K- pi+)/G(B+ --> K+ K- K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})$",
        "pdgId": "S041P99"
    },
    {
        "description": "G(B+ --> K+ K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B62"
    },
    {
        "description": "G(B+ --> K+ K- pi+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B4"
    },
    {
        "description": "G(B+ --> K+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B38"
    },
    {
        "description": "G(B+ --> K+ Kbar_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C04"
    },
    {
        "description": "G(B+ --> rho(1450)0 pi+  ,  rho0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P74"
    },
    {
        "description": "G(B+ --> pi+ (K+ K- ) _S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P76"
    },
    {
        "description": "G(B+ --> pi+ K+ K-  ,  m_K+ K- < 1.1 GeV)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  , ${\\mathit m}_{{{\\mathit K}^{+}} {{\\mathit K}^{-}}}$ $&lt;$ 1.1 GeV$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A81"
    },
    {
        "description": "G(B+ --> K+ K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B63"
    },
    {
        "description": "G(B+ --> K+ K+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B37"
    },
    {
        "description": "G(B+ --> f_2'(1525) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q67"
    },
    {
        "description": "G(B+ --> K+ f_J(2220))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{J}}}{(2220)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C9"
    },
    {
        "description": "G(B+ --> K*+ pi+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T13"
    },
    {
        "description": "G(B+ --> K*(892)+ K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B55"
    },
    {
        "description": "G(B+ --> K*+ K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T14"
    },
    {
        "description": "G(B+ --> K+ K- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R80"
    },
    {
        "description": "G(B+ --> K+ phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R8"
    },
    {
        "description": "G(B+ --> f_0(980) K+  x  f_0(980) --> K+ K- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q65"
    },
    {
        "description": "G(B+ --> a_2(1320) K+  x  a_2(1320) --> K+ K- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q66"
    },
    {
        "description": "G(B+ --> X_0(1550) K+  x  X_0(1550) --> K+ K- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}_{{{0}}}{(1550)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit X}_{{{0}}}{(1550)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T09"
    },
    {
        "description": "G(B+ --> phi(1680) K+  x  phi(1680) --> K+ K- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q68"
    },
    {
        "description": "G(B+ --> f_0(1710) K+  x  f_0(1710) --> K+ K- )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T08"
    },
    {
        "description": "G(B+ --> K+ K- K+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B5"
    },
    {
        "description": "G(B+ --> K*(892)+ K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R84"
    },
    {
        "description": "G(B+ --> K*(892)+ phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R76"
    },
    {
        "description": "G(B+ --> K0 K+ K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D03"
    },
    {
        "description": "G(B+ --> J/psi K+  ,  J/psi --> K0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D06"
    },
    {
        "description": "G(B+ --> chi_c1 K+  ,  chi_c1 --> K0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D07"
    },
    {
        "description": "G(B+ --> eta_c K+  ,  eta_c --> K0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D08"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+  ,  eta_c(2S) --> K0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D09"
    },
    {
        "description": "G(B+ --> K0 K+ K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D04"
    },
    {
        "description": "G(B+ --> J/psi K+  ,  J/psi --> K0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D10"
    },
    {
        "description": "G(B+ --> chi_c1 K+  ,  chi_c1 --> K0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D11"
    },
    {
        "description": "G(B+ --> eta_c K+  ,  eta_c --> K0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D12"
    },
    {
        "description": "G(B+ --> eta_c(2S) K+  ,  eta_c(2S) --> K0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D13"
    },
    {
        "description": "G(B+ --> phi (K pi)_0*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T50"
    },
    {
        "description": "G(B+ --> phi K_1(1270)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1270)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T45"
    },
    {
        "description": "G(B+ --> phi K_1(1400)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1400)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R77"
    },
    {
        "description": "G(B+ --> phi K*(1410)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(1410)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T46"
    },
    {
        "description": "G(B+ --> phi K_0*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T47"
    },
    {
        "description": "G(B+ --> phi K_2*(1430)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R78"
    },
    {
        "description": "G(B+ --> phi K_2*(1770)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1770)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T48"
    },
    {
        "description": "G(B+ --> phi K_2*(1820)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1820)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T49"
    },
    {
        "description": "G(B+ --> a_1+ K*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{+}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T65"
    },
    {
        "description": "G(B+ --> K+ phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C8"
    },
    {
        "description": "G(B+ --> eta' eta' K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T12"
    },
    {
        "description": "G(B+ --> omega phi K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T54"
    },
    {
        "description": "G(B+ --> X(1812) K+  x  X --> omega phi )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(1812)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit X}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T55"
    },
    {
        "description": "G(B+ --> K*(892)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R9"
    },
    {
        "description": "G(B+ --> K_1(1270)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R26"
    },
    {
        "description": "G(B+ --> eta K+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S06"
    },
    {
        "description": "G(B+ --> eta' K+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T11"
    },
    {
        "description": "G(B+ --> phi K+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA3"
    },
    {
        "description": "G(B+ --> K+ pi- pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B84"
    },
    {
        "description": "G(B+ --> K*(892)0 pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B85"
    },
    {
        "description": "G(B+ --> K+ rho0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B86"
    },
    {
        "description": "G(B+ --> (K+ pi-)_NR pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathrm {NR}}}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B87"
    },
    {
        "description": "G(B+ --> K0 pi+ pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T19"
    },
    {
        "description": "G(B+ --> K_1(1400)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R27"
    },
    {
        "description": "G(B+ --> K*(1410)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P24"
    },
    {
        "description": "G(B+ --> K_0*(1430)0 pi+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P23"
    },
    {
        "description": "G(B+ --> K_2*(1430)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R28"
    },
    {
        "description": "G(B+ --> K*(1680)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R29"
    },
    {
        "description": "G(B+ --> K_3*(1780)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R30"
    },
    {
        "description": "G(B+ --> K_4*(2045)+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R31"
    },
    {
        "description": "G(B+ --> rho+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B42"
    },
    {
        "description": "G(B+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R16"
    },
    {
        "description": "G(B+ --> pi+ pi0)/G(B+ --> K0 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041T25"
    },
    {
        "description": "G(B+ --> pi+ pi+ pi-)/G(B+ --> K+ K- K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A19"
    },
    {
        "description": "G(B+ --> pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R36"
    },
    {
        "description": "G(B+ --> rho0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R4"
    },
    {
        "description": "[G(B+ --> K*(892)0 pi+)/G(total)+ G(B+ --> rho0 pi+)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B8"
    },
    {
        "description": "G(B+ --> pi+ f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R34"
    },
    {
        "description": "G(B+ --> pi+ f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R35"
    },
    {
        "description": "G(B+ --> rho(1450)0 pi+  ,  rho0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S01"
    },
    {
        "description": "G(B+ --> f_0(1370) pi+  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S02"
    },
    {
        "description": "G(B+ --> f_0(1370) pi+  ,  f_0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A74"
    },
    {
        "description": "G(B+ --> f_0(500) pi+  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S03"
    },
    {
        "description": "G(B+ --> pi+ pi- pi+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B2"
    },
    {
        "description": "G(B+ --> pi+ pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R40"
    },
    {
        "description": "G(B+ --> rho+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R41"
    },
    {
        "description": "G(B+ --> rho(1450)+ pi0  ,  rho+ --> pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A73"
    },
    {
        "description": "G(B+ --> pi+ pi0 pi0 nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A83"
    },
    {
        "description": "G(B+ --> X pi+ , X --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}}{{\\mathit \\pi}^{+}}$ , ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041A84"
    },
    {
        "description": "G(B+ --> pi+ pi- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R42"
    },
    {
        "description": "G(B+ --> rho+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R43"
    },
    {
        "description": "G(B+ --> rho+ f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T18"
    },
    {
        "description": "G(B+ --> a_1(1260)+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R44"
    },
    {
        "description": "G(B+ --> a_1(1260)0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R45"
    },
    {
        "description": "G(B+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R46"
    },
    {
        "description": "G(B+ --> omega rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B27"
    },
    {
        "description": "G(B+ --> eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R47"
    },
    {
        "description": "G(B+ --> eta rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B23"
    },
    {
        "description": "G(B+ --> eta' pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B18"
    },
    {
        "description": "G(B+ --> eta' rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B19"
    },
    {
        "description": "G(B+ --> phi pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B28"
    },
    {
        "description": "G(B+ --> phi rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B29"
    },
    {
        "description": "G(B+ --> a_0(980)0 pi+  ,  a_00 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA4"
    },
    {
        "description": "G(B+ --> a_0(980)+ pi0  ,  a_0+ --> eta pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T24"
    },
    {
        "description": "G(B+ --> pi+ pi+ pi+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R48"
    },
    {
        "description": "G(B+ --> rho0 a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R17"
    },
    {
        "description": "G(B+ --> rho0 a_2(1320)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit a}_{{{2}}}{(1320)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R18"
    },
    {
        "description": "G(B+ --> b_10 pi+  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T27"
    },
    {
        "description": "G(B+ --> b_1+ pi0  ,  b_1+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T35"
    },
    {
        "description": "G(B+ --> pi+ pi+ pi+ pi- pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R50"
    },
    {
        "description": "G(B+ --> b_1+ rho0  ,  b_1+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T58"
    },
    {
        "description": "G(B+ --> b_10 rho+  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T59"
    },
    {
        "description": "G(B+ --> a_1(1260)+ a_1(1260)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R51"
    },
    {
        "description": "G(B+ --> h+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B17"
    },
    {
        "description": "G(B+ --> omega h+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit h}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B30"
    },
    {
        "description": "G(B+ --> h+ X0 (Familon))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}^{+}}{{\\mathit X}^{0}}$ (Familon)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B56"
    },
    {
        "description": "G(B+ --> K+ X0  ,  X0 --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit X}^{0}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P46"
    },
    {
        "description": "G(B+ --> p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R21"
    },
    {
        "description": "G(B+ --> p pbar pi+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B6"
    },
    {
        "description": "G(B+ --> p pbar pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P84"
    },
    {
        "description": "G(B+ --> p pbar pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R22"
    },
    {
        "description": "G(B+ --> p pbar K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B90"
    },
    {
        "description": "G(B+ --> p pbar K+)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041BA1"
    },
    {
        "description": "G(B+ --> Theta(1710)++ pbar  ,  Theta++ --> p K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1710)}^{++}}{{\\overline{\\mathit p}}}$  ,   ${{\\mathit \\Theta}^{++}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q50"
    },
    {
        "description": "G(B+ --> f_J(2220) K+  ,  f_J --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q51"
    },
    {
        "description": "G(B+ --> p nbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D20"
    },
    {
        "description": "G(B+ --> p Lambdabar(1520))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}{(1520)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q46"
    },
    {
        "description": "G(B+ --> p pbar K+ nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B7"
    },
    {
        "description": "G(B+ --> p pbar K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q07"
    },
    {
        "description": "G(B+ --> f_J(2220) K*+  ,  f_J --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{*+}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q97"
    },
    {
        "description": "G(B+ --> p Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R23"
    },
    {
        "description": "G(B+ --> p Lambdabar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B99"
    },
    {
        "description": "G(B+ --> p Lambdabar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T30"
    },
    {
        "description": "G(B+ --> p Sigmabar(1385)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T31"
    },
    {
        "description": "G(B+ --> Delta+ Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{+}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T32"
    },
    {
        "description": "G(B+ --> p Sigmabar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B00"
    },
    {
        "description": "G(B+ --> p Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R24"
    },
    {
        "description": "G(B+ --> p Lambdabar pi+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P61"
    },
    {
        "description": "G(B+ --> p Lambdabar rho0  ,  rho0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T60"
    },
    {
        "description": "G(B+ --> p Lambdabar f_2(1270)  ,  f_2 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T61"
    },
    {
        "description": "G(B+ --> p Lambdabar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P54"
    },
    {
        "description": "G(B+ --> p Lambdabar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P55"
    },
    {
        "description": "G(B+ --> pbar Lambda K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P56"
    },
    {
        "description": "G(B+ --> Lambda Lambdabar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q10"
    },
    {
        "description": "G(B+ --> Lambda Lambdabar K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041Q11"
    },
    {
        "description": "G(B+ --> Lambda Lambdabar K*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C61"
    },
    {
        "description": "G(B+ --> Lambda(1520) Lambdabar K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P57"
    },
    {
        "description": "G(B+ --> Lambda Lambdabar(1520) K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P58"
    },
    {
        "description": "G(B+ --> Deltabar0 p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Delta}}^{0}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R37"
    },
    {
        "description": "G(B+ --> Delta++ pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R38"
    },
    {
        "description": "G(B+ --> D+ p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B80"
    },
    {
        "description": "G(B+ --> D*(2010)+ p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B81"
    },
    {
        "description": "G(B+ --> Dbar0 p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C22"
    },
    {
        "description": "G(B+ --> Dbar*0 p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C23"
    },
    {
        "description": "G(B+ --> D- p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C24"
    },
    {
        "description": "G(B+ --> D*- p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C25"
    },
    {
        "description": "G(B+ --> p Lambdabar0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T72"
    },
    {
        "description": "G(B+ --> p Lambdabar0 Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T73"
    },
    {
        "description": "G(B+ --> Lambdabar_c- p pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B14"
    },
    {
        "description": "G(B+ --> Lambdabar_c- p K+)/G(B+ --> Lambdabar_c- p pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041D28"
    },
    {
        "description": "G(B+ --> Lambdabar_c- Delta(1232)++)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}{(1232)}^{++}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R06"
    },
    {
        "description": "G(B+ --> Lambdabar_c- Delta_X(1600)++)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}_{{{X}}}{(1600)}^{++}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R07"
    },
    {
        "description": "G(B+ --> Lambdabar_c- Delta_X(2420)++)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}_{{{X}}}{(2420)}^{++}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R08"
    },
    {
        "description": "G(B+ --> ( Lambdabar_c- p )_s pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$  (  ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$) $_{s}$  ${{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R09"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2520)0 p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{0}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B89"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2520)0 p)/G(B+ --> Lambdabar_c- p pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{0}}{{\\mathit p}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C49"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2800)0 p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2800)}^{0}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041C50"
    },
    {
        "description": "G(B+ --> Lambdabar_c- p pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B11"
    },
    {
        "description": "G(B+ --> Lambdabar_c- p pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B12"
    },
    {
        "description": "G(B+ --> Lambdabar_c- p pi+ pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B13"
    },
    {
        "description": "G(B+ --> Lambda_c+ Lambda_c- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R02"
    },
    {
        "description": "G(B+ --> Lambda_c+ Lambda_c- K+)/G(B+ --> D- D+ K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S041A71"
    },
    {
        "description": "G(B+ --> Xi_c(2930) Lambda_c+  ,  Xi_c --> K+ Lambda_c-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}{(2930)}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\mathit \\Xi}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P53"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2455)0 p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B88"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2455)0 p)/G(B+ --> Lambdabar_c- p pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S041C17"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2455)0 p pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B79"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2455)0 p pi- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B76"
    },
    {
        "description": "G(B+ --> Sigmabar_c(2455)-- p pi+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B77"
    },
    {
        "description": "G(B+ --> Lambdabar_c(2593)- / Lambdabar_c(2625)- p pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2593)}^{-}}$  ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2625)}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B78"
    },
    {
        "description": "G(B+ --> Xibar_c0 Lambda_c+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P59"
    },
    {
        "description": "G(B+ --> Xibar_c0 Lambda_c+  ,  Xibar_c0 --> Xibar+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R04"
    },
    {
        "description": "G(B+ --> Xibar_c0 Lambda_c+  ,  Xibar_c0 --> Lambda K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R05"
    },
    {
        "description": "G(B+ --> Xibar_c0 Lambda_c+  ,  Xibar_c0 --> p K- K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P60"
    },
    {
        "description": "G(B+ --> Lambda_c+ Xibar_c'0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}^{'0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P71"
    },
    {
        "description": "G(B+ --> Lambda_c+ Xibar_c(2645)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}{(2645)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P72"
    },
    {
        "description": "G(B+ --> Lambda_c+ Xibar_c(2790)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}{(2790)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P73"
    },
    {
        "description": "G(B+ --> p psi_DS)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\psi}_{{{DS}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D21"
    },
    {
        "description": "G(B+ --> pi+ lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T20"
    },
    {
        "description": "G(B+ --> pi+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R52"
    },
    {
        "description": "G(B+ --> pi+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R55"
    },
    {
        "description": "G(B+ --> pi+ mu+ mu-)/G(B+ --> K+ mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S041T91"
    },
    {
        "description": "G(B+ --> rho(770)+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D33"
    },
    {
        "description": "G(B+ --> rho(770)+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D34"
    },
    {
        "description": "G(B+ --> rho(770)+ lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D35"
    },
    {
        "description": "G(B+ --> pi+ nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041S05"
    },
    {
        "description": "G(B+ --> K+ lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA1"
    },
    {
        "description": "G(B+ --> K+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R11"
    },
    {
        "description": "G(B+ --> K+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R10"
    },
    {
        "description": "G(B+ --> K+ mu+ mu- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P41"
    },
    {
        "description": "G(B+ --> K+ tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P28"
    },
    {
        "description": "G(B+ --> K+ mu+ mu-)/G(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041T71"
    },
    {
        "description": "G(B+ --> K+ nubar nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B51"
    },
    {
        "description": "G(B+ --> rho+ nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T28"
    },
    {
        "description": "G(B+ --> K*(892)+ lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041RA2"
    },
    {
        "description": "G(B+ --> K*(892)+ e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R81"
    },
    {
        "description": "G(B+ --> K*(892)+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R82"
    },
    {
        "description": "G(B+ --> K*(892)+ mu+ mu-)/G(B+ --> J/psi(1S) K*(892)+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}})$",
        "pdgId": "S041T76"
    },
    {
        "description": "G(B+ --> K*(892)+ nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T29"
    },
    {
        "description": "G(B+ --> K+ pi+ pi- mu+ mu-)/G(B+ --> psi(2S) K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}})$",
        "pdgId": "S041BA0"
    },
    {
        "description": "G(B+ --> phi K+ mu+ mu-)/G(B+ --> J/psi(1S) phi K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}})$",
        "pdgId": "S041BA6"
    },
    {
        "description": "G(B+ --> Lambdabar p nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041P75"
    },
    {
        "description": "G(B+ --> pi+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R53"
    },
    {
        "description": "G(B+ --> pi+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R54"
    },
    {
        "description": "G(B+ --> pi+ e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T21"
    },
    {
        "description": "G(B+ --> pi+ e+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T77"
    },
    {
        "description": "G(B+ --> pi+ e- tau+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\tau}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T78"
    },
    {
        "description": "G(B+ --> pi+ e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T79"
    },
    {
        "description": "G(B+ --> pi+ mu+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T80"
    },
    {
        "description": "G(B+ --> pi+ mu- tau+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\tau}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T81"
    },
    {
        "description": "G(B+ --> pi+ mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T82"
    },
    {
        "description": "G(B+ --> K+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R56"
    },
    {
        "description": "G(B+ --> K+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R57"
    },
    {
        "description": "G(B+ --> K+ e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T05"
    },
    {
        "description": "G(B+ --> K+ e+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T83"
    },
    {
        "description": "G(B+ --> K+ e- tau+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\tau}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T84"
    },
    {
        "description": "G(B+ --> K+ e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T85"
    },
    {
        "description": "G(B+ --> K+ mu+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T86"
    },
    {
        "description": "G(B+ --> K+ mu- tau+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\tau}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T87"
    },
    {
        "description": "G(B+ --> K+ mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T22"
    },
    {
        "description": "G(B+ --> K*(892)+ e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T06"
    },
    {
        "description": "G(B+ --> K*(892)+ e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T07"
    },
    {
        "description": "G(B+ --> K*(892)+ e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B74"
    },
    {
        "description": "G(B+ --> pi- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R58"
    },
    {
        "description": "G(B+ --> pi- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R60"
    },
    {
        "description": "G(B+ --> pi- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R59"
    },
    {
        "description": "G(B+ --> rho- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B69"
    },
    {
        "description": "G(B+ --> rho- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B73"
    },
    {
        "description": "G(B+ --> rho- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B72"
    },
    {
        "description": "G(B+ --> K- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R61"
    },
    {
        "description": "G(B+ --> K- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R63"
    },
    {
        "description": "G(B+ --> K- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041R62"
    },
    {
        "description": "G(B+ --> K*(892)- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B68"
    },
    {
        "description": "G(B+ --> K*(892)- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B70"
    },
    {
        "description": "G(B+ --> K*(892)- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041B71"
    },
    {
        "description": "G(B+ --> D_s+ mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041D27"
    },
    {
        "description": "G(B+ --> D- e+ e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL1"
    },
    {
        "description": "G(B+ --> D- e+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL2"
    },
    {
        "description": "G(B+ --> D- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL3"
    },
    {
        "description": "G(B+ --> D*- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL4"
    },
    {
        "description": "G(B+ --> D_s- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL5"
    },
    {
        "description": "G(B+ --> Dbar0 pi- mu+ mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041BL6"
    },
    {
        "description": "G(B+ --> Lambda0 mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}^{0}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T66"
    },
    {
        "description": "G(B+ --> Lambda0 e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}^{0}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T67"
    },
    {
        "description": "G(B+ --> Lambdabar0 mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}^{0}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T68"
    },
    {
        "description": "G(B+ --> Lambdabar0 e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}^{0}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S041T69"
    },
    {
        "description": "G(B+ --> Xi_c0 Lambda_c+)/G(B+ --> Xibar_c0 Lambda_c+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}})/\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}})$",
        "pdgId": "S041D26"
    },
    {
        "description": "POLARIZATION IN B+ DECAY",
        "description_tex": "POLARIZATION IN ${{\\mathit B}^{+}}$ DECAY",
        "pdgId": "S041230"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> Dbar*0 rho+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041P1"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> Dbar*0 K*+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041GL1"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> Dbar*0 lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041A87"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> Dbar*0 e+ nu_e",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041A88"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> Dbar*0 mu+ nu_mu",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041A89"
    },
    {
        "description": "Delta(Gamma(L)/Gamma) in B+ --> Dbar*0 lepton+ nu_lepton",
        "description_tex": "$\\Delta (\\Gamma _{\\mathit L}/\\Gamma $) in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041A90"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> J/psi K*+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041GL2"
    },
    {
        "description": "Gamma((perp))/Gamma in B+ --> J/psi K*+",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041GP2"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> omega K*+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041P11"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> omega K_2*(1430)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041P12"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> K*+ Kbar*0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S041P05"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> phi K*(892)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041P3"
    },
    {
        "description": "Gamma((perp))/Gamma in B+ --> phi K*+",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041Q58"
    },
    {
        "description": "phi(parallel) in B+ --> phi K*+",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041Q59"
    },
    {
        "description": "phi((perp)) in B+ --> phi K*+",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041Q60"
    },
    {
        "description": "delta(0)(B+ --> phi K*+)",
        "description_tex": "$\\delta _{0}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q90"
    },
    {
        "description": "A(CP)**0(B+ --> phi K*+)",
        "description_tex": "$\\mathit A{}^{0}_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q91"
    },
    {
        "description": "A(CP)**(perp)(B+ --> phi K*+)",
        "description_tex": "$\\mathit A{}^{\\perp}_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q92"
    },
    {
        "description": "Deltaphi((parallel))(B+ --> phi K*+)",
        "description_tex": "$\\Delta \\phi _{\\parallel}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q93"
    },
    {
        "description": "Deltaphi((perp))(B+ --> phi K*+)",
        "description_tex": "$\\Delta \\phi _{\\perp}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q94"
    },
    {
        "description": "Deltadelta(0)(B+ --> phi K*+)",
        "description_tex": "$\\Delta \\delta _{0}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041Q95"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> phi K_1(1270)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1270)}^{+}}$",
        "pdgId": "S041Q98"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> phi K_2*(1430)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041Q99"
    },
    {
        "description": "delta(0)(B+ --> phi K_2*(1430)+)",
        "description_tex": "$\\delta _{0}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041P08"
    },
    {
        "description": "Deltadelta(0)(B+ --> phi K_2*(1430)+)",
        "description_tex": "$\\Delta \\delta _{0}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041P09"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> rho0 K*(892)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041P4"
    },
    {
        "description": "Gamma(L)/Gamma(B+ --> K*(892)0 rho+)",
        "description_tex": "$\\Gamma _{L}/\\Gamma ({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041P06"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> mu+ mu- K*(892)+ (1.0 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ (1.0 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A39"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> mu+ mu- K*(892)+ (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A49"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> mu+ mu- K*(892)+ (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A40"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> mu+ mu- K*(892)+ (14.18 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ (14.18 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A41"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> mu+ mu- K*(892)+ (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A50"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> rho+ rho0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041P2"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> omega rho+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041P5"
    },
    {
        "description": "Gamma(L)/Gamma in B+ --> p pbar K*(892)+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041P07"
    },
    {
        "description": "CP VIOLATION",
        "description_tex": "$\\mathit CP$ VIOLATION",
        "pdgId": "S041220"
    },
    {
        "description": "A(CP)(B+ --> J/psi(1S) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AX1"
    },
    {
        "description": "A(CP)(B+ --> J/psi(1S) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AX9"
    },
    {
        "description": "A(CP)(B+ --> J/psi rho^+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041AC5"
    },
    {
        "description": "A(CP)(B+ --> J/psi K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AW1"
    },
    {
        "description": "A(CP)(B+ --> eta_c K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041ABE"
    },
    {
        "description": "A(CP)(B+ --> psi(2S) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AZ2"
    },
    {
        "description": "A(CP)(B+ --> psi(2S) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AX2"
    },
    {
        "description": "A(CP)(B+ --> psi(2S) K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AW2"
    },
    {
        "description": "A(CP)(B+ --> chi_c1(1P) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AW5"
    },
    {
        "description": "A(CP)(B+ --> chi_c0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CQ9"
    },
    {
        "description": "A(CP)(B+ --> chi_c1 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AW3"
    },
    {
        "description": "A(CP)(B+ --> chi_c1 K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AW4"
    },
    {
        "description": "A(CP)(B+ --> D0 lepton+ nu_lepton)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$)",
        "pdgId": "S041A02"
    },
    {
        "description": "A(CP)(B+ --> Dbar0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD2"
    },
    {
        "description": "A(CP)(B+ --> D_CP(+1) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD3"
    },
    {
        "description": "A(CP)(B+ --> D_CP(-1) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[-1]}}}}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD4"
    },
    {
        "description": "A(CP)([ K-+ pi+- pi+ pi- ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}$([  ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AYA"
    },
    {
        "description": "A(CP)( B+ --> [ pi+ pi+ pi- pi- ]_D K+)",
        "description_tex": "$\\mathit A_{CP}$(  ${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041A00"
    },
    {
        "description": "A(CP)(B+ --> [ pi+ pi- pi+ pi-]_D K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041A08"
    },
    {
        "description": "A(CP)( B+ --> [ K+ K- pi+ pi- ]_D K+)",
        "description_tex": "$\\mathit A_{CP}$(  ${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041A69"
    },
    {
        "description": "A(CP)( B+ --> [ K+ K- pi+ pi- ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}$(  ${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A70"
    },
    {
        "description": "A(CP)(B+ --> Dbar0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AY2"
    },
    {
        "description": "A(CP)([ K-+ pi+- pi+ pi- ]_D K+)",
        "description_tex": "$\\mathit A_{CP}$([  ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AYB"
    },
    {
        "description": "A(CP)( B+ --> [ pi+ pi+ pi- pi- ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}$(  ${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A01"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC0"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ pi0 ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AK2"
    },
    {
        "description": "A(CP)(B+ --> [ K+ pi- pi0 ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041A65"
    },
    {
        "description": "A(CP)(B+ --> [ K+ K- pi0 ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AG0"
    },
    {
        "description": "A(CP)(B+ --> [ pi+ pi- pi0 ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AG1"
    },
    {
        "description": "A(CP)(B+ --> Dbar0 K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041A09"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_Dbar K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\overline{\\mathit D}}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AC4"
    },
    {
        "description": "A(CP)(B+ --> [ K- pi+ pi- pi+]_Dbar K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\overline{\\mathit D}}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041A07"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AC1"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ pi0 ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AP2"
    },
    {
        "description": "A(CP)(B+ --> [ K+ K- pi0 ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AG2"
    },
    {
        "description": "A(CP)(B+ --> [ pi+ pi- pi0 ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AG3"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_(D pi) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{({{\\mathit D}} {{\\mathit \\pi}})}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AC6"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_(D gamma) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{({{\\mathit D}} {{\\mathit \\gamma}})}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AC7"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_(D pi) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{({{\\mathit D}} {{\\mathit \\pi}})}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC8"
    },
    {
        "description": "A(CP)(B+ --> [  K- pi+ ]_(D gamma) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{({{\\mathit D}} {{\\mathit \\gamma}})}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC9"
    },
    {
        "description": "A(CP)(B+ --> [  pi+ pi- pi0 ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC2"
    },
    {
        "description": "A(CP)(B+ --> [  K0S K+ pi- ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC3"
    },
    {
        "description": "A(CP)(B+ --> [  K0S K- pi+ ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041ACA"
    },
    {
        "description": "A(CP)(B+ --> [  K0S K- pi+ ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041ACB"
    },
    {
        "description": "A(CP)(B+ --> [  K0S K+ pi- ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041ACC"
    },
    {
        "description": "A(CP)(B+ --> [  K*(892)- K+ ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041ACD"
    },
    {
        "description": "A(CP)(B+ --> [  K*(892)+ K- ]_D K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041ACE"
    },
    {
        "description": "A(CP)(B+ --> [  K*(892)+ K- ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041ACF"
    },
    {
        "description": "A(CP)(B+ --> [  K*(892)- K+ ]_D pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041ACG"
    },
    {
        "description": "A(CP)(B+ --> D_CP(+1) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{CP(+1)}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AY3"
    },
    {
        "description": "A(ADS)(B+ --> D K+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AA1"
    },
    {
        "description": "A(ADS)(B+ --> D pi+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA2"
    },
    {
        "description": "A(ADS)(B+ --> [ D gamma ]_D* K+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit D}}{{\\mathit \\gamma}}$ ]$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041A45"
    },
    {
        "description": "A(ADS)(B+ --> [ D pi0 ]_D* K+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit D}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041A46"
    },
    {
        "description": "A(ADS)(B+ --> [ D gamma ]_D* pi+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit D}}{{\\mathit \\gamma}}$ ]$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A47"
    },
    {
        "description": "A(ADS)(B+ --> [ D pi0 ]_D*  pi+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit D}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}^{*}}}$   ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A48"
    },
    {
        "description": "A(ADS)(B+ --> [ K- pi+ ]_D K+ pi- pi+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA3"
    },
    {
        "description": "A(ADS)(B+ --> [ K- pi+ ]_D pi+ pi- pi+)",
        "description_tex": "$\\mathit A_{ADS}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA4"
    },
    {
        "description": "A(CP)(B+ --> D_CP(-1) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{CP(-1)}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AY4"
    },
    {
        "description": "A(CP)(B+ --> [ K+ K- ]_D K+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA5"
    },
    {
        "description": "A(CP)(B+ --> [ pi+ pi- ]_D K+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA6"
    },
    {
        "description": "A(CP)(B+ --> [ K- pi+ ]_D K+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA7"
    },
    {
        "description": "A(CP)(B+ --> [ K+ K- ]_D pi+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA8"
    },
    {
        "description": "A(CP)(B+ --> [ pi+ pi- ]_D pi+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA9"
    },
    {
        "description": "A(CP)(B+ --> [ K- pi+ ]_D pi+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AA0"
    },
    {
        "description": "A(CP)(B+ --> [  Dbar0 gamma ]_Dbar* pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\gamma}}$ ]$_{{{\\overline{\\mathit D}}^{*}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041D29"
    },
    {
        "description": "A(CP)(B+ --> [ Dbar0 pi0 ]_Dbar*  pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\overline{\\mathit D}}^{*}}}$   ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD5"
    },
    {
        "description": "A(CP)(B+ --> [ Dbar0 gamma ]_Dbar*_CP(-1)0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\gamma}}$ ]$_{{{\\overline{\\mathit D}}^{*0}_{{CP(-1)}}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041D31"
    },
    {
        "description": "A(CP)(B+ -->  [ Dbar0 pi0 ]_D*_CP(+1)0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$    [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}^{*0}_{{CP(+1)}}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD6"
    },
    {
        "description": "A(CP)(B+ --> [ Dbar0 pi0 ]_D*_CP(-1)0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}^{*0}_{{CP(-1)}}}}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AD7"
    },
    {
        "description": "A(CP)(B+ --> [ Dbar0 gamma ]_Dbar*0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\gamma}}$ ]$_{{{\\overline{\\mathit D}}^{*0}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041D30"
    },
    {
        "description": "A(CP)(B+ --> [ Dbar0 pi0 ]_Dbar*0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\overline{\\mathit D}}^{*0}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AD8"
    },
    {
        "description": "A(CP)(B+ -->  [ Dbar0 gamma ]_ Dbar_CP(-1)*0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$    [  ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\gamma}}$ ]$_{{{\\overline{\\mathit D}}_{{{{CP(-1)}}}}^{*0}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041D32"
    },
    {
        "description": "A(CP)(B+ -->[ D0 pi0 ]_ D_CP(+1)*0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$    [  ${{\\mathit D}^{0}}$  ${{\\mathit \\pi}^{0}}$  ]$_{{{\\mathit D}_{{{{CP(+1)}}}}^{*0}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AC+"
    },
    {
        "description": "A(CP)(B+ --> [ D0 pi0 ]_ D_CP(-1)*0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit D}^{0}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}_{{{{CP(-1)}}}}^{*0}}}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041AD1"
    },
    {
        "description": "A(CP)(B+ --> D_CP(+1) K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AD+"
    },
    {
        "description": "A(CP)(B+ --> D_CP(-1) K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[-1]}}}}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AD-"
    },
    {
        "description": "A(CP)(B+ --> D_s+ phi)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\phi}}$)",
        "pdgId": "S041ADP"
    },
    {
        "description": "A(CP)(B+ --> D_s+ Dbar0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{0}}$)",
        "pdgId": "S041A10"
    },
    {
        "description": "A(CP)(B+ --> D*_s+ Dbar0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}_{s}}{{\\overline{\\mathit D}}^{0}}$)",
        "pdgId": "S041D14"
    },
    {
        "description": "A(CP)(B+ --> D_s+ Dbar*0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*0}}$)",
        "pdgId": "S041D15"
    },
    {
        "description": "A(CP)(B+ --> D*+ Dbar*0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\overline{\\mathit D}}^{*0}}$)",
        "pdgId": "S041AS1"
    },
    {
        "description": "A(CP)(B+ --> D*+ Dbar0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\overline{\\mathit D}}^{0}}$)",
        "pdgId": "S041AS2"
    },
    {
        "description": "A(CP)(B+ --> D+ Dbar*0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*0}}$)",
        "pdgId": "S041AS3"
    },
    {
        "description": "A(CP)(B+ --> D+ Dbar0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{0}}$)",
        "pdgId": "S041AS4"
    },
    {
        "description": "A(CP)(B+ --> K0S pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AX4"
    },
    {
        "description": "A(CP)(B+ --> K+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041AX3"
    },
    {
        "description": "A(CP)(B+ --> eta' K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AX5"
    },
    {
        "description": "A(CP)(B+ --> eta' K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041CR7"
    },
    {
        "description": "A(CP)(B+ --> eta' K_0*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CT7"
    },
    {
        "description": "A(CP)(B+ --> eta' K_2*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CT8"
    },
    {
        "description": "A(CP)(B+ --> eta K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CP3"
    },
    {
        "description": "A(CP)(B+ --> eta K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041CP1"
    },
    {
        "description": "A(CP)(B+ --> eta K_0*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CR5"
    },
    {
        "description": "A(CP)(B+ --> eta K_2*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CR6"
    },
    {
        "description": "A(CP)(B+ --> omega K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AY1"
    },
    {
        "description": "A(CP)(B+ --> omega K*+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041CT0"
    },
    {
        "description": "A(CP)(B+ --> omega (K pi)_0*+ )",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$)",
        "pdgId": "S041CT2"
    },
    {
        "description": "A(CP)(B+ --> omega K_2*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CT3"
    },
    {
        "description": "A(CP)(B+ --> K*0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CQ4"
    },
    {
        "description": "A(CP)(B+ --> K*(892)+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041CP8"
    },
    {
        "description": "A(CP)(B+ --> K+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AY6"
    },
    {
        "description": "A(CP)(B+ --> K+ K- K+  nonresonant)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$  nonresonant)",
        "pdgId": "S041CU6"
    },
    {
        "description": "A(CP)(B+ --> f(980)0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}{(980)}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CU7"
    },
    {
        "description": "A(CP)(B+ --> f_2(1270) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CR0"
    },
    {
        "description": "A(CP)(B+ --> f_0(1500) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CS5"
    },
    {
        "description": "A(CP)(B+ --> f_2'(1525)0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CQ5"
    },
    {
        "description": "A(CP)(B+ --> rho0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CQ6"
    },
    {
        "description": "A(CP)(B+ --> K0 pi+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041A06"
    },
    {
        "description": "A(CP)(B+ --> K_0*(1430)0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CQ7"
    },
    {
        "description": "A(CP)(B+ --> K_0*(1430)+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041A05"
    },
    {
        "description": "A(CP)(B+ --> K_2*(1430)0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CS4"
    },
    {
        "description": "A(CP)(B+ --> K+ pi0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041CU4"
    },
    {
        "description": "A(CP)(B+ --> K0 rho+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041CR9"
    },
    {
        "description": "A(CP)(B+ --> K*+ pi+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041AKP"
    },
    {
        "description": "A(CP)(B+ --> rho0 K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AZ1"
    },
    {
        "description": "A(CP)(B+ --> K*(892)+ f_0(980))",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$)",
        "pdgId": "S041CR3"
    },
    {
        "description": "A(CP)(B+ --> a_1+ K0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{+}}{{\\mathit K}^{0}}$)",
        "pdgId": "S041CS1"
    },
    {
        "description": "A(CP)(B+ --> b_1+ K0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit K}^{0}}$)",
        "pdgId": "S041CS6"
    },
    {
        "description": "A(CP)(B+ --> K*(892)0 rho+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041CR4"
    },
    {
        "description": "A(CP)(B+ --> b_10 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CS2"
    },
    {
        "description": "A(CP)(B+ --> K0 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CQ8"
    },
    {
        "description": "A(CP)(B+ --> K0S K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}$)",
        "pdgId": "S041CQA"
    },
    {
        "description": "A(CP)(B+ --> K+ K0S K0S)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ )",
        "pdgId": "S041AY8"
    },
    {
        "description": "A(CP)(B+ --> K+ K- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CKK"
    },
    {
        "description": "A(CP)(B+ --> K+ K- pi+ nonresonant)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant)",
        "pdgId": "S041A18"
    },
    {
        "description": "A(CP)(B+ --> pi+ K+ K- ,  m_K+ K- < 1.1 GeV)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$ , ${\\mathit m}_{{{\\mathit K}^{+}} {{\\mathit K}^{-}}}$ $&lt;$ 1.1 GeV)",
        "pdgId": "S041A82"
    },
    {
        "description": "A(CP)(B+ --> K+ Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S041A12"
    },
    {
        "description": "A(CP)(B+ --> K+ Kbar_0*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S041A13"
    },
    {
        "description": "A(CP)(B+ --> phi pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A14"
    },
    {
        "description": "A(CP)(B+ --> pi+ ( K+ K- )(S-wave))",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$(  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})_{{\\mathit S}{\\mathrm -wave}}$)",
        "pdgId": "S041A17"
    },
    {
        "description": "A(CP)(B+ --> K+ K- K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AY7"
    },
    {
        "description": "A(CP)(B+ --> phi K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041AX7"
    },
    {
        "description": "A(CP)(B+ --> X_0(1550) K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}_{{{0}}}{(1550)}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CXK"
    },
    {
        "description": "A(CP)(B+ --> K*+ K+ K-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041AKK"
    },
    {
        "description": "A(CP)(B+ --> phi K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AX8"
    },
    {
        "description": "A(CP)(B+ --> phi (K pi)_0*+ )",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$)",
        "pdgId": "S041CT1"
    },
    {
        "description": "A(CP)(B+ --> phi K_1(1270)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1270)}^{+}}$)",
        "pdgId": "S041CS8"
    },
    {
        "description": "A(CP)(B+ --> phi K_2*(1430)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$)",
        "pdgId": "S041CS9"
    },
    {
        "description": "A(CP)(B+ --> K+ phi phi)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}}{{\\mathit \\phi}}$)",
        "pdgId": "S041CT9"
    },
    {
        "description": "A(CP)(B+ --> K+[phi phi](eta_c))",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}[{{\\mathit \\phi}}{{\\mathit \\phi}}]_{{{\\mathit \\eta}_{{{c}}}}}$)",
        "pdgId": "S041CTB"
    },
    {
        "description": "A(CP)(B+ --> K*(892)+ gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041AKG"
    },
    {
        "description": "A(CP)(B+ --> X_s gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041A11"
    },
    {
        "description": "A(CP)(B+ --> eta K+ gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041CQ3"
    },
    {
        "description": "A(CP)(B+ --> phi K+ gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041APK"
    },
    {
        "description": "A(CP)(B+ --> rho+ gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041CS7"
    },
    {
        "description": "A(CP)(B+ --> pi+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041AX0"
    },
    {
        "description": "A(CP)(B+ --> pi+ pi- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AY5"
    },
    {
        "description": "A(CP)(B+ --> pi+ pi0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041A77"
    },
    {
        "description": "A(CP)(B+ --> rho0 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CP4"
    },
    {
        "description": "A(CP)(B+ --> f_2(1270) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CQ0"
    },
    {
        "description": "A(CP)(B+ --> rho^0(1450) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}{(1450)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CT4"
    },
    {
        "description": "A(CP)(B+ --> rho_3(1690) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}_{{{3}}}{(1690)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A16"
    },
    {
        "description": "A(CP)(B+ --> f_0(1370) pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CT5"
    },
    {
        "description": "A(CP)(B+ --> pi+ pi- pi+ nonresonant)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant)",
        "pdgId": "S041CT6"
    },
    {
        "description": "A(CP)(B+ --> rho+ pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041CP5"
    },
    {
        "description": "A(CP)(B+ --> X pi+ , X --> pi0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}}{{\\mathit \\pi}^{+}}$ , ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041A85"
    },
    {
        "description": "A(CP)(B+ --> rho+ rho0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S041AY9"
    },
    {
        "description": "A(CP)(B+ --> omega pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041AX6"
    },
    {
        "description": "A(CP)(B+ --> omega rho+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041CP9"
    },
    {
        "description": "A(CP)(B+ --> eta pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CP2"
    },
    {
        "description": "A(CP)(B+ --> eta rho+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041CQ2"
    },
    {
        "description": "A(CP)(B+ --> eta' pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CQ1"
    },
    {
        "description": "A(CP)(B+ --> eta' rho+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S041CR8"
    },
    {
        "description": "A(CP)(B+ --> b_10 pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CS3"
    },
    {
        "description": "A(CP)(B+ --> p pbar pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041CP6"
    },
    {
        "description": "A(CP)(B+ --> p pbar K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041CP7"
    },
    {
        "description": "A(CP)(B+ --> p pbar K*(892)+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}}$)",
        "pdgId": "S041AW6"
    },
    {
        "description": "A(CP)(B+ --> p Lambdabar gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041CLG"
    },
    {
        "description": "A(CP)(B+ --> p Lambdabar pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041CS0"
    },
    {
        "description": "A(CP)(B+ --> K+ lepton+ lepton-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "S041CR1"
    },
    {
        "description": "A(CP)(B+ --> K+ e+ e-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$)",
        "pdgId": "S041CU0"
    },
    {
        "description": "A(CP)(B+ --> K+ mu+ mu-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)",
        "pdgId": "S041CU1"
    },
    {
        "description": "A(CP)(B+ --> pi+ mu+ mu-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)",
        "pdgId": "S041CU8"
    },
    {
        "description": "A(CP)(B+ --> K*+ lepton+ lepton-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "S041CR2"
    },
    {
        "description": "A(CP)(B+ --> K* e+ e-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$)",
        "pdgId": "S041CU2"
    },
    {
        "description": "A(CP)(B+ --> K* mu+ mu-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)",
        "pdgId": "S041CU3"
    },
    {
        "description": "CP VIOLATION PARAMETERS IN B+ --> D K+ AND SIMILAR DECAYS",
        "description_tex": "CP VIOLATION PARAMETERS IN ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{+}}$ AND SIMILAR DECAYS",
        "pdgId": "S041320"
    },
    {
        "description": "gamma",
        "description_tex": "$\\gamma $",
        "pdgId": "S041GGM"
    },
    {
        "description": "r(B)(B+ --> D0 K+)",
        "description_tex": "r$_{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041ARX"
    },
    {
        "description": "delta(B)(B+ --> D0 K+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041DRX"
    },
    {
        "description": "r(B)(B+ --> D0 pi+)",
        "description_tex": "r$_{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A32"
    },
    {
        "description": "delta(B)(B+ --> D0 pi+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041A33"
    },
    {
        "description": "r(B)(B+ --> D0 K*+)",
        "description_tex": "r$_{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041ARZ"
    },
    {
        "description": "delta(B)(B+ --> D0 K*+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*+}}$)",
        "pdgId": "S041DRZ"
    },
    {
        "description": "r(B)(B+ --> D*0 K+)",
        "description_tex": "r$_{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041ARY"
    },
    {
        "description": "delta(B)(B+ --> D*0 K+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041DRY"
    },
    {
        "description": "r(B)(B+ --> D*0 pi+)",
        "description_tex": "$\\mathit r_{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041D18"
    },
    {
        "description": "delta(B)(B+ --> D*0 pi+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041D19"
    },
    {
        "description": "PARTIAL BRANCHING FRACTIONS",
        "description_tex": "PARTIAL BRANCHING FRACTIONS",
        "pdgId": "S041240"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB1"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB2"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB3"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB4"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB5"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBO"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (q**2 > 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB6"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB7"
    },
    {
        "description": "B(B+ --> K*+ lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB8"
    },
    {
        "description": "B(B+ --> K*+ e+ e-) (0.045 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.045 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A54"
    },
    {
        "description": "B(B+ --> K*+ mu+ mu-) / B(B+ --> K*+ e+ e-) (0.045 < q**2< 1.1 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.045 $&lt;$ q${}^{2}&lt;$ 1.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A35"
    },
    {
        "description": "B(B+ --> K*+ mu+ mu-) / B(B+ --> K*+ e+ e-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A36"
    },
    {
        "description": "B(B+ --> K*+ mu+ mu-) / B(B+ --> K*+ e+ e-) (0.045 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.045 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A55"
    },
    {
        "description": "B(B+ --> K*+ mu+ mu-)/B(B+ --> K*+ e+ e-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A37"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PB9"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBA"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBB"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBC"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBD"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (16.0 < q**2< 18.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0 $&lt;$ q${}^{2}&lt;$ 18.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBH"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (18.0 < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (18.0 $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBI"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (15.0 < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBN"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (16.0  < q**2  GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0  $&lt;$ q${}^{2}$  GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBE"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBF"
    },
    {
        "description": "B(B+ --> K+ mu+ mu-) / B(B+ --> K+ e+ e-) (0.1 < q**2< 1.1 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 1.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A66"
    },
    {
        "description": "B(B+ --> K+ mu+ mu-) / B(B+ --> K+ e+ e-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBP"
    },
    {
        "description": "B(B+ --> K+ lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBG"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (1.00 < q**2< 6.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.00 $&lt;$ q${}^{2}&lt;$ 6.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBQ"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (0.10 < q**2< 2.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (0.10 $&lt;$ q${}^{2}&lt;$ 2.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBR"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (2.00 < q**2< 4.30 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (2.00 $&lt;$ q${}^{2}&lt;$ 4.30 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBS"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (4.30 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (4.30 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBT"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBU"
    },
    {
        "description": "B(B+ --> K+ pi+ pi- mu+ mu-) (14.18 < q**2< 19.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 19.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBV"
    },
    {
        "description": "B(B+ --> pi+ mu+ mu-)/B(B+ --> K+ mu+ mu-) (1.00 < q**2< 6.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.00 $&lt;$ q${}^{2}&lt;$ 6.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBW"
    },
    {
        "description": "B(B+ --> pi+ mu+ mu-) (1.00 < q**2< 6.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.00 $&lt;$ q${}^{2}&lt;$ 6.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBY"
    },
    {
        "description": "B(B+ --> pi+ mu+ mu-)  (15.00 < q**2< 22.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)  (15.00 $&lt;$ q${}^{2}&lt;$ 22.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBZ"
    },
    {
        "description": "B(B+ --> pi+ mu+ mu-)/B(B+ --> K+ mu+ mu-) (15.0 < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBX"
    },
    {
        "description": "A(FB)(B+ --> K+ mu+ mu-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBJ"
    },
    {
        "description": "A(FB)(B+ --> K+ mu+ mu-) (15.0    < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0    $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBK"
    },
    {
        "description": "F(H)(B+ --> K+ mu+ mu-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "F$_{H}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBL"
    },
    {
        "description": "F(H)(B+ --> K+ mu+ mu-) (15.0    < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "F$_{H}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0    $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041PBM"
    },
    {
        "description": "FORWARD-BACKWARD ASYMMETRIES",
        "description_tex": "FORWARD-BACKWARD ASYMMETRIES",
        "pdgId": "S041250"
    },
    {
        "description": "A(FB)(B+- --> J/psi K+-)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{\\pm}}$)",
        "pdgId": "S041FBJ"
    },
    {
        "description": "A(FB) in B+ --> Dbar*0 e+ nu_e",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041A91"
    },
    {
        "description": "A(FB) in B+ --> Dbar*0 mu+ nu_mu",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041A92"
    },
    {
        "description": "Delta(A(FB)) = (A(FB)**mu - A(FB)**e) in B+ --> Dbar*0 lepton+ nu_lepton",
        "description_tex": "$\\Delta (A_{FB}$) = (A${}^{{{\\mathit \\mu}}}_{FB}$ $&minus;$ A${}^{{{\\mathit e}}}_{FB}$) in ${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041A93"
    },
    {
        "description": "A(FB)(B+- --> K*(892)+ mu+ mu-) (1.0 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A42"
    },
    {
        "description": "A(FB)(B+- --> K*(892)+ mu+ mu-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A51"
    },
    {
        "description": "A(FB)(B+- --> K*(892)+ mu+ mu-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A43"
    },
    {
        "description": "A(FB)(B+- --> K*(892)+ mu+ mu-) (14.18 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A44"
    },
    {
        "description": "A(FB)(B+- --> K*(892)+ mu+ mu-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S041A52"
    },
    {
        "description": "A(P)(B+) = [sigma(B-) - sigma(B+)] / [sigma(B-) + sigma(B+)]",
        "description_tex": "A$_{P}({{\\mathit B}^{+}}$) = [${\\mathit \\sigma (}{{\\mathit B}^{-}}{)}$ $&minus;$ ${\\mathit \\sigma (}{{\\mathit B}^{+}}{)}$] / [${\\mathit \\sigma (}{{\\mathit B}^{-}}{)}$ $+$ ${\\mathit \\sigma (}{{\\mathit B}^{+}}{)}$]",
        "pdgId": "S041A03"
    },
    {
        "description": "B+ --> lepton+ nu_lepton X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}}$",
        "pdgId": "S041.220"
    },
    {
        "description": "B+ --> e+ nu_e X_c",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}_{{{c}}}}$",
        "pdgId": "S041.473"
    },
    {
        "description": "B+ --> e+ nu_e X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}}$",
        "pdgId": "S041.814"
    },
    {
        "description": "B+ --> mu+ nu_mu X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit X}}$",
        "pdgId": "S041.813"
    },
    {
        "description": "B+ --> lepton+ nu_lepton X_u",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}_{{{u}}}}$",
        "pdgId": "S041.768"
    },
    {
        "description": "B+ --> D lepton+ nu_lepton X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}}$",
        "pdgId": "S041.485"
    },
    {
        "description": "B+ --> Dbar0 lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.145"
    },
    {
        "description": "B+ --> tau+ nu_tau X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}{{\\mathit X}}$",
        "pdgId": "S041.812"
    },
    {
        "description": "B+ --> Dbar0 tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S041.498"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.146"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 e+ nu_e",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041.787"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041.788"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S041.499"
    },
    {
        "description": "B+ --> D^(*)() n pi lepton+ nu_lepton (n >= 1)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{(*)}}$ n  ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ (n ${}\\geq{}$ 1)",
        "pdgId": "S041.505"
    },
    {
        "description": "B+ --> D- pi+ lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.418"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 lepton+ nu_lepton , Dbar_2^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.504"
    },
    {
        "description": "B+ --> Dbar_0^*(2420)0 lepton+ nu_lepton , Dbar_0^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.503"
    },
    {
        "description": "B+ --> D^*()- pi+ lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.419"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 lepton+ nu_lepton , Dbar_1()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.257"
    },
    {
        "description": "B+ --> Dbar_1^'(2430)0 lepton+ nu_lepton , Dbar_1^'()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{\\,'}{(2430)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{'0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.502"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 lepton+ nu_lepton , Dbar_2^*()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.258"
    },
    {
        "description": "B+ --> Dbar0 pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.649"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 lepton+ nu_lepton , Dbar_1()0 --> Dbar0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.783"
    },
    {
        "description": "B+ --> Dbar^*()0 pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.650"
    },
    {
        "description": "B+ --> D_s^(*)()- K+ lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.616"
    },
    {
        "description": "B+ --> D_s()- K+ lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.600"
    },
    {
        "description": "B+ --> D_s^*()- K+ lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.571"
    },
    {
        "description": "B+ --> pi0 lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.417"
    },
    {
        "description": "B+ --> pi0 e+ nu_e",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041.138"
    },
    {
        "description": "B+ --> eta lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.327"
    },
    {
        "description": "B+ --> eta^' lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.479"
    },
    {
        "description": "B+ --> omega lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.173"
    },
    {
        "description": "B+ --> omega mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041.150"
    },
    {
        "description": "B+ --> rho0 lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.174"
    },
    {
        "description": "B+ --> pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.767"
    },
    {
        "description": "B+ --> p pbar lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S041.630"
    },
    {
        "description": "B+ --> p pbar mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041.631"
    },
    {
        "description": "B+ --> p pbar e+ nu_e",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041.319"
    },
    {
        "description": "B+ --> e+ nu_e",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S041.182"
    },
    {
        "description": "B+ --> mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041.183"
    },
    {
        "description": "B+ --> tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S041.184"
    },
    {
        "description": "B+ --> lepton+ nu_lepton gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.547"
    },
    {
        "description": "B+ --> e+ nu_e gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.234"
    },
    {
        "description": "B+ --> mu+ nu_mu gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.235"
    },
    {
        "description": "B+ --> mu+ mu- mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S041.729"
    },
    {
        "description": "B+ --> D0 X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "S041.380"
    },
    {
        "description": "B+ --> Dbar0 X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}}$",
        "pdgId": "S041.381"
    },
    {
        "description": "B+ --> D+ X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}}$",
        "pdgId": "S041.382"
    },
    {
        "description": "B+ --> D- X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}}$",
        "pdgId": "S041.383"
    },
    {
        "description": "B+ --> D_s()+ X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}}$",
        "pdgId": "S041.384"
    },
    {
        "description": "B+ --> D_s()- X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}}$",
        "pdgId": "S041.385"
    },
    {
        "description": "B+ --> Lambda_c()+ X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}}$",
        "pdgId": "S041.386"
    },
    {
        "description": "B+ --> Lambdabar_c()- X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}}$",
        "pdgId": "S041.387"
    },
    {
        "description": "B+ --> cbar X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}{{\\mathit X}}$",
        "pdgId": "S041.388"
    },
    {
        "description": "B+ --> c X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit c}}{{\\mathit X}}$",
        "pdgId": "S041.389"
    },
    {
        "description": "B+ --> c / cbar X",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit c}}$  ${{\\overline{\\mathit c}}}{{\\mathit X}}$",
        "pdgId": "S041.390"
    },
    {
        "description": "B+ --> Dbar0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.1"
    },
    {
        "description": "B+ --> D(CP(+1)) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(+1)}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.314"
    },
    {
        "description": "B+ --> D(CP(-1)) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(-1)}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.315"
    },
    {
        "description": "B+ --> Dbar0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.25"
    },
    {
        "description": "B+ --> Dbar0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.256"
    },
    {
        "description": "B+ --> D(CP(+1)) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(+1)}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.316"
    },
    {
        "description": "B+ --> D(CP(-1)) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}}_{\\mathit CP(-1)}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.317"
    },
    {
        "description": "B+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.724"
    },
    {
        "description": "B+ --> [ K- pi+ ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.358"
    },
    {
        "description": "B+ --> [ K+ pi- ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.359"
    },
    {
        "description": "B+ --> [ K- pi+ pi0 ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.480"
    },
    {
        "description": "B+ --> [ K+ pi- pi0 ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.481"
    },
    {
        "description": "B+ --> [ K- pi+ pi+ pi- ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.624"
    },
    {
        "description": "B+ --> [ K+ pi- pi+ pi- ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.625"
    },
    {
        "description": "B+ --> [ pi+ pi+ pi- pi- ] (D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$ ]  $_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.689"
    },
    {
        "description": "B+ --> [ pi+ pi- pi+ pi- ](D) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.714"
    },
    {
        "description": "B+ --> [ K- pi+ ](D) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.425"
    },
    {
        "description": "B+ --> [ K+ pi- ](D) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.426"
    },
    {
        "description": "B+ --> [ K- pi+ pi- pi+ ](D) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.713"
    },
    {
        "description": "B+ --> [ K+ pi- pi+ pi- ](D) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.712"
    },
    {
        "description": "B+ --> [ K- pi+ ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.399"
    },
    {
        "description": "B+ --> [ K+ pi- ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.533"
    },
    {
        "description": "B+ --> [ K- pi+ pi0 ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.628"
    },
    {
        "description": "B+ --> [ K+ pi- pi0 ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.629"
    },
    {
        "description": "B+ --> [ K- pi+ pi+ pi- ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.626"
    },
    {
        "description": "B+ --> [ K+ pi- pi+ pi- ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.627"
    },
    {
        "description": "B+ --> ([ K- pi+ ](D) pi0 )(D^*) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.557"
    },
    {
        "description": "B+ --> ([ K+ pi- ](D) pi0 )(D^*) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.558"
    },
    {
        "description": "B+ --> ([ K- pi+ ](D) gamma )(D^*) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.559"
    },
    {
        "description": "B+ --> ([ K+ pi- ](D) gamma )(D^*) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.560"
    },
    {
        "description": "B+ --> ([ K- pi+ ](D) pi0 )(D^*) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.561"
    },
    {
        "description": "B+ --> ([ K+ pi- ](D) pi0 )(D^*) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{0}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.562"
    },
    {
        "description": "B+ --> ([ K- pi+ ](D) gamma )(D^*) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.563"
    },
    {
        "description": "B+ --> ([ K+ pi- ](D) gamma )(D^*) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ([  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\gamma}}$ )$_{{{\\mathit D}^{*}}}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.564"
    },
    {
        "description": "B+ --> [ pi+ pi- pi0 ](D) K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{{{\\mathit D}}}$  ${{\\mathit K}^{-}}$",
        "pdgId": "S041.420"
    },
    {
        "description": "B+ --> [ K0S K+ pi- ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.635"
    },
    {
        "description": "B+ --> [ K^*(892)- K+ ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.748"
    },
    {
        "description": "B+ --> [ K0S K- pi+ ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.637"
    },
    {
        "description": "B+ --> [ K^*(892)+ K- ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.638"
    },
    {
        "description": "B+ --> [ K0S K- pi+ ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.639"
    },
    {
        "description": "B+ --> [ K^*(892)+ K- ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.640"
    },
    {
        "description": "B+ --> [ K0S K+ pi- ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.641"
    },
    {
        "description": "B+ --> [ K^*(892)- K+ ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.642"
    },
    {
        "description": "B+ --> [ K+ K- pi0 ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.669"
    },
    {
        "description": "B+ --> [ K+ K- pi0 ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.670"
    },
    {
        "description": "B+ --> [ pi+ pi- pi0 ](D) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit K}^{+}}$",
        "pdgId": "S041.671"
    },
    {
        "description": "B+ --> [ pi+ pi- pi0 ](D) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.672"
    },
    {
        "description": "B+ --> Dbar0 K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.279"
    },
    {
        "description": "B+ --> D_CP(-1)() K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[-1]}}}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.423"
    },
    {
        "description": "B+ --> D_CP(+1)() K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.424"
    },
    {
        "description": "B+ --> D0 K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.725"
    },
    {
        "description": "B+ --> Dbar0 K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.601"
    },
    {
        "description": "B+ --> [ K+ pi- ](D) K+ pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.673"
    },
    {
        "description": "B+ --> [ K- pi+ ](D) K+ pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.674"
    },
    {
        "description": "B+ --> D_CP(+1)() K+ pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{{CP[+1]}}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.675"
    },
    {
        "description": "B+ --> Dbar0 K+ Kbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S041.286"
    },
    {
        "description": "B+ --> Dbar0 K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S041.288"
    },
    {
        "description": "B+ --> Dbar0 pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.165"
    },
    {
        "description": "B+ --> [ K- pi+ ](D) pi+ pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.676"
    },
    {
        "description": "B+ --> Dbar0 pi+ pi+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S041.166"
    },
    {
        "description": "B+ --> Dbar0 pi+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.167"
    },
    {
        "description": "B+ --> Dbar0 a_1(1260)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S041.168"
    },
    {
        "description": "B+ --> Dbar0 omega pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.276"
    },
    {
        "description": "B+ --> D^*(2010)- pi+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.2"
    },
    {
        "description": "B+ --> D^*(2010)- K+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.705"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 pi+ , Dbar_1()0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.580"
    },
    {
        "description": "B+ --> D- pi+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.14"
    },
    {
        "description": "B+ --> D- K+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.665"
    },
    {
        "description": "B+ --> D_0^*(2300)0 K+ , D_0^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.666"
    },
    {
        "description": "B+ --> D_2^*(2460)0 K+ , D_2^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.668"
    },
    {
        "description": "B+ --> D_1^*(2760)0 K+ , D_1^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2760)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.667"
    },
    {
        "description": "B+ --> D+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.398"
    },
    {
        "description": "B+ --> D+ K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.687"
    },
    {
        "description": "B+ --> D+ eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S041.778"
    },
    {
        "description": "B+ --> D_2^*(2460)0 K+ , D_2^*()0 --> D+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.688"
    },
    {
        "description": "B+ --> D+ K^*()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S041.565"
    },
    {
        "description": "B+ --> D+ Kbar^*()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S041.614"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.15"
    },
    {
        "description": "B+ --> Dbar_CP(+1)^*()0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(+1)}}}^{*0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.432"
    },
    {
        "description": "B+ --> D_CP(-1)^*()0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{CP(-1)}}}^{*0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.441"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 omega pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.275"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.169"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.270"
    },
    {
        "description": "B+ --> Dbar_CP(+1)^*()0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(+1)}}}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.433"
    },
    {
        "description": "B+ --> Dbar_CP(-1)^*()0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{CP(-1)}}}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.442"
    },
    {
        "description": "B+ --> D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.726"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.280"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 K+ Kbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S041.287"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S041.289"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.211"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 a_1(1260)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S041.221"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 pi- pi+ pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.274"
    },
    {
        "description": "B+ --> Dbar^*()0 3pi+ 2pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.379"
    },
    {
        "description": "B+ --> D^*(2010)+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.240"
    },
    {
        "description": "B+ --> D^*(2010)+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.269"
    },
    {
        "description": "B+ --> D^*(2010)- pi+ pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.12"
    },
    {
        "description": "B+ --> D^*(2010)- pi+ pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.141"
    },
    {
        "description": "B+ --> Dbar^**0() pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.464"
    },
    {
        "description": "B+ --> Dbar_1^*(2420)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.214"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 pi+  x B(Dbar_1()0 --> Dbar0 pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ${\\times }$ B(${{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.443"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 pi+  x B(Dbar_1()0 --> Dbar0 pi+ pi- (nonresonant))",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}$  ${\\times }$ B(${{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ (nonresonant))",
        "pdgId": "S041.579"
    },
    {
        "description": "B+ --> Dbar_1(2430)0 pi+ , Dbar_1()0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2430)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.739"
    },
    {
        "description": "B+ --> Dbar(2550)0 pi+ , Dbar0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}{(2550)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.740"
    },
    {
        "description": "B+ --> Dbar_J^*(2600)0 pi+ , Dbar_J^*()0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{J}}}^{*}{(2600)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{J}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.741"
    },
    {
        "description": "B+ --> Dbar_2^*(2462)0 pi+ , Dbar_2^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.348"
    },
    {
        "description": "B+ --> Dbar_2^*(2462)0 pi+ , Dbar_2^*()0 --> Dbar0 pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.581"
    },
    {
        "description": "B+ --> Dbar_2^*(2462)0 pi+ , Dbar_2^*()0 --> Dbar0 pi- pi+  (nonresonant)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$  (nonresonant)",
        "pdgId": "S041.583"
    },
    {
        "description": "B+ --> Dbar_2^*(2462)0 pi+ , Dbar_2^*()0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.582"
    },
    {
        "description": "B+ --> Dbar_0^*(2400)0 pi+ xB(Dbar_0^*(2400)0 --> D- pi+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{0}}{{\\mathit \\pi}^{+}}{\\times }~B({{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041.349"
    },
    {
        "description": "B+ --> Dbar_1(2421)0 pi+ , Dbar_1()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2421)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.350"
    },
    {
        "description": "B+ --> Dbar_2^*(2462)0 pi+ , Dbar_2^*()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2462)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.351"
    },
    {
        "description": "B+ --> Dbar_1^'(2427)0 pi+ , Dbar_1^'()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{\\,'}{(2427)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{'0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.352"
    },
    {
        "description": "B+ --> Dbar_1(2420)0 pi+xB(Dbar_1()0 --> Dbar^*()0 pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{+}}{\\times }B({{\\overline{\\mathit D}}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.444"
    },
    {
        "description": "B+ --> Dbar_1^*(2420)0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2420)}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.215"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.212"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 pi+xB(Dbar_2^*()0 --> Dbar^*()0 pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\pi}^{+}}{\\times }B({{\\overline{\\mathit D}}_{{{2}}}^{*0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.445"
    },
    {
        "description": "B+ --> Dbar_1^*(2680)0 pi+ , Dbar_1^*(2680)0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2680)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2680)}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.701"
    },
    {
        "description": "B+ --> Dbar(2740)0 pi+ , Dbar0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}{(2740)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.742"
    },
    {
        "description": "B+ --> Dbar_3^*(2750)0 pi+ , Dbar_3^*()0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2750)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.743"
    },
    {
        "description": "B+ --> Dbar_3^*(2760)0 pi+ , Dbar_3^*(2760)0 pi+ --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2760)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2760)}^{0}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.702"
    },
    {
        "description": "B+ --> Dbar_2^*(3000)0 pi+ , Dbar_2^*(3000)0 pi+ --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(3000)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(3000)}^{0}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.703"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.213"
    },
    {
        "description": "B+ --> Dbar0 D_s()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S041.72"
    },
    {
        "description": "B+ --> D_s0^*(2317)+ Dbar0 , D_s0^*()+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit D}_{{{s0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.321"
    },
    {
        "description": "B+ --> D_s0(2317)+ Dbar0  x B(D_s0(2317)+ --> D_s^*()+ gamma)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{s0}}}{(2317)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041.391"
    },
    {
        "description": "B+ --> D_s0(2317)+ Dbar^*(2007)0  x B(D_s0(2317)+ --> D_s()+ pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{s0}}}{(2317)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.26"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S041.322"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar()0  x B(D_sJ(2457)+ --> D_s()+ gamma)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041.28"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar()0  x B(D_sJ(2457)+ --> D_s()+ pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.392"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar()0  x B(D_sJ(2457)+ --> D_s()+ pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.393"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar()0  x B(D_sJ(2457)+ --> D_s^*()+ gamma)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041.394"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S041.27"
    },
    {
        "description": "B+ --> D_sJ(2457)+ Dbar^*(2007)0  x B(D_sJ(2457)+ --> D_s()+ gamma)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$)",
        "pdgId": "S041.29"
    },
    {
        "description": "B+ --> Dbar0 D_s1(2536)+ x B(D_s1(2536)+ --> D^*(2007)0 K+ + D^*(2010)+ K0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$ + ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$)",
        "pdgId": "S041.566"
    },
    {
        "description": "B+ --> Dbar0 D_s1(2536)+ x B(D_s1(2536)+ --> D^*(2007)0 K+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041.341"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D_s1(2536)+ x B(D_s1(2536)+ --> D^*(2007)0 K+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041.342"
    },
    {
        "description": "B+ --> Dbar0 D_s1(2536)+ x B(D_s1(2536)+ --> D^*()+ K0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$)",
        "pdgId": "S041.482"
    },
    {
        "description": "B+ --> Dbar()0 D_sJ(2700)+ x B(D_sJ(2700)+ --> D()0 K+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$  ${\\times }$ B(${{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$)",
        "pdgId": "S041.500"
    },
    {
        "description": "B+ --> Dbar^*()0 D_s1(2536)+ , D_s1()+ --> D^*()+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.483"
    },
    {
        "description": "B+ --> Dbar0 D_sJ(2573)+ , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.644"
    },
    {
        "description": "B+ --> Dbar^*()0 D_sJ(2573) , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}_{{{sJ}}}{(2573)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.343"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D_sJ(2573) , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{sJ}}}{(2573)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.344"
    },
    {
        "description": "B+ --> Dbar0 D_s^*()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S041.175"
    },
    {
        "description": "B+ --> D- D_s()+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.795"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D_s()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S041.176"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D_s()+ , Dbar^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.810"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D_s^*()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S041.177"
    },
    {
        "description": "B+ --> Dbar_2^*(2460)0 D_s()+ , Dbar_2^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.790"
    },
    {
        "description": "B+ --> Dbar_1^*(2600)0 D_s()+ , Dbar_1^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2600)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.791"
    },
    {
        "description": "B+ --> Dbar_3^*(2750)0 D_s()+ , Dbar_3^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{3}}}^{*}{(2750)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{3}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.792"
    },
    {
        "description": "B+ --> Dbar_1^*(2760)0 D_s()+ , Dbar_1^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}^{*}{(2760)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.793"
    },
    {
        "description": "B+ --> Dbar_J^*(3000)0 D_s()+ , Dbar_J^*()0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{J}}}^{*}{(3000)}^{0}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{J}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.794"
    },
    {
        "description": "B+ --> T_c_s_0^*(2900)++ D- , T_c_s_0^*()++ --> D_s()+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2900)}^{++}}{{\\mathit D}^{-}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*++}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.796"
    },
    {
        "description": "B+ --> D_s^(*)()+ Dbar^**()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)+}}{{\\overline{\\mathit D}}^{**0}}$",
        "pdgId": "S041.264"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D^*(2010)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}$",
        "pdgId": "S041.259"
    },
    {
        "description": "B+ --> Dbar0 D^*(2010)+ + Dbar^*(2007)0 D+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{+}$  ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{+}}$",
        "pdgId": "S041.260"
    },
    {
        "description": "B+ --> Dbar0 D^*(2010)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}$",
        "pdgId": "S041.438"
    },
    {
        "description": "B+ --> Dbar0 D+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}}$",
        "pdgId": "S041.261"
    },
    {
        "description": "B+ --> Dbar0 D+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.328"
    },
    {
        "description": "B+ --> D+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S041.459"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.329"
    },
    {
        "description": "B+ --> Dbar0 D^*(2010)+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.330"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D^*(2010)+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.331"
    },
    {
        "description": "B+ --> Dbar0 D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.332"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.333"
    },
    {
        "description": "B+ --> Dbar0 D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.334"
    },
    {
        "description": "B+ --> Dbar^*(2007)0 D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.335"
    },
    {
        "description": "B+ --> D- D+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.336"
    },
    {
        "description": "B+ --> T_c_s_0^*(2870)0 D+ , T_c_s_0^*()0 --> D- K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2870)}^{0}}{{\\mathit D}^{+}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.763"
    },
    {
        "description": "B+ --> T_c_s_1^*(2900)0 D+ , T_c_s_1^*()0 --> D- K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 1}}}^{*}{(2900)}^{0}}{{\\mathit D}^{+}}$  ,   ${{\\mathit T}_{{{c s 1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.764"
    },
    {
        "description": "B+ --> D- D+ K+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}}$ nonresonant",
        "pdgId": "S041.765"
    },
    {
        "description": "B+ --> D- D^*(2010)+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.337"
    },
    {
        "description": "B+ --> D^*(2010)- D+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.338"
    },
    {
        "description": "B+  --> EFF(1++) K+, EFF(1++) --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   EFF$_{1++}$  ${{\\mathit K}^{+}}$ ,   EFF$_{1++}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.821"
    },
    {
        "description": "B+  --> eta_c(3945) K+ , eta_c --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(3945)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.822"
    },
    {
        "description": "B+ --> chi_c2(3930) K+ , chi_c2 --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.823"
    },
    {
        "description": "B+  --> h_c(4000) K+ , h_c --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(4000)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.824"
    },
    {
        "description": "B+ --> chi_c1(4010) K+ , chi_c1 --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4010)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.825"
    },
    {
        "description": "B+  --> psi(4040) K+ , psi --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.826"
    },
    {
        "description": "B+  --> h_c(4300) K+ , h_c --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(4300)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.827"
    },
    {
        "description": "B+   --> T_cbar_sbar_0^*(2870)0 K+ , T_cbar_sbar_0^*()0 --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$     $\\rightarrow$   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.828"
    },
    {
        "description": "B+    --> T_cbar_sbar_1^*(2900)0 K+ , T_cbar_sbar_1^*()0 --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$       $\\rightarrow$   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.829"
    },
    {
        "description": "B+ --> NR(1--) K+ , NR(1--) --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{1--}$  ${{\\mathit K}^{+}}$  ,   NR$_{1--}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.830"
    },
    {
        "description": "B+ --> NR(0--) K+ , NR(0--) --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{0--}$  ${{\\mathit K}^{+}}$  ,   NR$_{0--}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.831"
    },
    {
        "description": "B+ --> NR(1++) K+ , NR(1++) --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{1++}$  ${{\\mathit K}^{+}}$  ,   NR$_{1++}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.832"
    },
    {
        "description": "B+ --> NR(0-+) K+ , NR(0-+) --> D^*(2010)-+ D+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   NR$_{0-+}$  ${{\\mathit K}^{+}}$  ,   NR$_{0-+}$ $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S041.833"
    },
    {
        "description": "B+ --> D^*(2010)- D^*(2010)+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.339"
    },
    {
        "description": "B+ --> ( Dbar + Dbar^* )( D + D^* ) K",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   (  ${{\\overline{\\mathit D}}}$ +  ${{\\overline{\\mathit D}}^{*}}$ )(  ${{\\mathit D}}$ +  ${{\\mathit D}^{*}}$ )  ${{\\mathit K}}$",
        "pdgId": "S041.340"
    },
    {
        "description": "B+ --> D_s()- D_s()+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.789"
    },
    {
        "description": "B+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.192"
    },
    {
        "description": "B+ --> D_s^*()+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.193"
    },
    {
        "description": "B+ --> D_s()+ eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S041.206"
    },
    {
        "description": "B+ --> D_s^*()+ eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\eta}}$",
        "pdgId": "S041.207"
    },
    {
        "description": "B+ --> D_s()+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.186"
    },
    {
        "description": "B+ --> D_s^*()+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.188"
    },
    {
        "description": "B+ --> D_s()+ omega",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S041.194"
    },
    {
        "description": "B+ --> D_s^*()+ omega",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\omega}}$",
        "pdgId": "S041.195"
    },
    {
        "description": "B+ --> D_s()+ a_1(1260)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$",
        "pdgId": "S041.196"
    },
    {
        "description": "B+ --> D_s^*()+ a_1(1260)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$",
        "pdgId": "S041.197"
    },
    {
        "description": "B+ --> D_s()+ K+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.711"
    },
    {
        "description": "B+ --> D_s()+ phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\phi}}$",
        "pdgId": "S041.198"
    },
    {
        "description": "B+ --> D_s^*()+ phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\phi}}$",
        "pdgId": "S041.199"
    },
    {
        "description": "B+ --> D_s()+ Kbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S041.200"
    },
    {
        "description": "B+ --> D_s^*()+ Kbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S041.31"
    },
    {
        "description": "B+ --> D_s()+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S041.187"
    },
    {
        "description": "B+ --> D_s()+ K^*()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S041.615"
    },
    {
        "description": "B+ --> D_s^*()+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S041.190"
    },
    {
        "description": "B+ --> D_s()- pi+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.32"
    },
    {
        "description": "B+ --> D_s^*()- pi+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.33"
    },
    {
        "description": "B+ --> D_s()- pi+ K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.34"
    },
    {
        "description": "B+ --> D_s^*()- pi+ K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.35"
    },
    {
        "description": "B+ --> D_s()- K+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.525"
    },
    {
        "description": "B+ --> D_s^*()- K+ K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.526"
    },
    {
        "description": "B+ --> eta_c K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.265"
    },
    {
        "description": "B+ --> eta_c K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.496"
    },
    {
        "description": "B+ --> eta_c K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.651"
    },
    {
        "description": "B+ --> eta_c K+ omega(782)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\omega}{(782)}}$",
        "pdgId": "S041.652"
    },
    {
        "description": "B+ --> eta_c K+ eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S041.653"
    },
    {
        "description": "B+ --> eta_c K+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.654"
    },
    {
        "description": "B+ --> eta_c(2S) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.439"
    },
    {
        "description": "B+ --> eta_c(2S) K+ , eta_c --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.620"
    },
    {
        "description": "B+ --> eta_c(2S) K+ , eta_c --> K0S K-+ pi+-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S041.576"
    },
    {
        "description": "B+ --> eta_c(2S) K+ , eta_c --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.731"
    },
    {
        "description": "B+ --> h_c(1P) K+ , h_c() --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.434"
    },
    {
        "description": "B+ --> X(3730)0 K+ , X0 --> eta_c eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3730)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}}$",
        "pdgId": "S041.655"
    },
    {
        "description": "B+ --> X(3730)0 K+ , X0 --> eta_c pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3730)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.656"
    },
    {
        "description": "B+ --> eta_c2(1D) K+ , eta_c2 --> h_c gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.746"
    },
    {
        "description": "B+ --> eta_c2(1D) pi+ K0S , eta_c2 --> h_c gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit \\pi}^{+}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.747"
    },
    {
        "description": "B+ --> psi_2(3823) K+ , psi_2 --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.745"
    },
    {
        "description": "B+ --> psi_2(3823) K+ , psi_2 --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.769"
    },
    {
        "description": "B+ --> psi_3(3842) K+ , psi_3 --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{3}}}{(3842)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}_{{{3}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.771"
    },
    {
        "description": "B+ --> chi_c1(3872) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.440"
    },
    {
        "description": "B+ --> chi_c0(3915) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.709"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.758"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> eta_c eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}}$",
        "pdgId": "S041.659"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> eta_c pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.660"
    },
    {
        "description": "B+ --> X(4014)0 K+ , X0 --> eta_c eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(4014)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}}$",
        "pdgId": "S041.661"
    },
    {
        "description": "B+ --> X(4014)0 K+ , X0 --> eta_c pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(4014)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.662"
    },
    {
        "description": "B+ --> T_c_cbar_1(3900)0 K+ , T_c_cbar_1()0 --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.663"
    },
    {
        "description": "B+ --> T_c_cbar_1(3900)0 K+ , T_c_cbar_1()0 --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.774"
    },
    {
        "description": "B+ --> T_c_cbar(4020)0 K+ , T_c_cbar()0 --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.664"
    },
    {
        "description": "B+ --> chi_c1(3872) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.757"
    },
    {
        "description": "B+ --> chi_c1(3872)+ K0 , chi_c1()+ --> J/psi(1S) pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\chi}_{{{c1}}}^{+}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.402"
    },
    {
        "description": "B+ --> chi_c1(3872) K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.643"
    },
    {
        "description": "B+ --> T_c_cbar_1(4430)+ K0 , T_c_cbar_1()+ --> J/psi pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{+}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.534"
    },
    {
        "description": "B+ --> T_c_cbar_1(4430)+ K0 , T_c_cbar_1()+ --> psi(2S) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit K}^{0}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.535"
    },
    {
        "description": "B+ --> T_c_cbar_1(4430)0 K+ , T_c_cbar_1()0 --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.773"
    },
    {
        "description": "B+ --> psi(4230)0 K+ , psi()0 --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.421"
    },
    {
        "description": "B+ --> psi(4230) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.775"
    },
    {
        "description": "B+ --> psi(4360) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4360)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.776"
    },
    {
        "description": "B+ --> psi(4390) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4390)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.777"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> J/psi gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.461"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> chi_c1(1P) pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.728"
    },
    {
        "description": "B+ --> X(3930)0 K+ , X()0 --> J/psi gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(3930)}^{0}}{{\\mathit K}^{+}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.462"
    },
    {
        "description": "B+ --> J/psi(1S) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.3"
    },
    {
        "description": "B+ --> J/psi(1S) K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.612"
    },
    {
        "description": "B+ --> J/psi(1S) K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.19"
    },
    {
        "description": "B+ --> J/psi(1S) K+ K- K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.634"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.621"
    },
    {
        "description": "B+ --> J/psi(1S) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.142"
    },
    {
        "description": "B+ --> J/psi(1S) K(1270)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1270)}^{+}}$",
        "pdgId": "S041.271"
    },
    {
        "description": "B+ --> J/psi(1S) K(1400)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1400)}^{+}}$",
        "pdgId": "S041.272"
    },
    {
        "description": "B+ --> J/psi(1S) eta K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.354"
    },
    {
        "description": "B+ --> chi_c1-odd(3872) K+ , chi_c1-odd() --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1-odd}}}{(3872)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1-odd}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.646"
    },
    {
        "description": "B+ --> psi(4160) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.648"
    },
    {
        "description": "B+ --> J/psi(1S) eta^' K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.477"
    },
    {
        "description": "B+ --> J/psi(1S) phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.268"
    },
    {
        "description": "B+ --> J/psi(1S) K_1(1650) , K_1 --> phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_{{{1}}}{(1650)}}$  ,   ${{\\mathit K}_{{{1}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.697"
    },
    {
        "description": "B+ --> J/psi(1S) K^*(1680)+ , K^* --> phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(1680)}^{+}}$  ,   ${{\\mathit K}^{*}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.698"
    },
    {
        "description": "B+ --> J/psi(1S) K_2^*(1980) , K_2^* --> phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_{{{2}}}^{*}{(1980)}}$  ,   ${{\\mathit K}_{{{2}}}^{*}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.699"
    },
    {
        "description": "B+ --> J/psi(1S) K(1830)+ , K(1830)+ --> phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1830)}^{+}}$  ,   ${{\\mathit K}{(1830)}^{+}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.700"
    },
    {
        "description": "B+ --> chi_c1(4140) K+ , chi_c1 --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4140)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S041.602"
    },
    {
        "description": "B+ --> chi_c1(4274) K+ , chi_c1 --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4274)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S041.603"
    },
    {
        "description": "B+ --> chi_c0(4500) K+ , chi_c0() --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(4500)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S041.695"
    },
    {
        "description": "B+ --> chi_c0(4700) K+ , chi_c0() --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(4700)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S041.696"
    },
    {
        "description": "B+ --> J/psi(1S) omega K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.528"
    },
    {
        "description": "B+ --> chi_c0(3915) K+ , chi_c0() --> J/psi omega",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}}$",
        "pdgId": "S041.555"
    },
    {
        "description": "B+ --> J/psi(1S) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.222"
    },
    {
        "description": "B+ --> J/psi(1S) pi+ pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.693"
    },
    {
        "description": "B+ --> psi(2S) pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.694"
    },
    {
        "description": "B+ --> J/psi(1S) rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.226"
    },
    {
        "description": "B+ --> J/psi(1S) pi+ pi0 nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ nonresonant",
        "pdgId": "S041.478"
    },
    {
        "description": "B+ --> J/psi(1S) a_1(1260)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S041.227"
    },
    {
        "description": "B+ --> J/psi(1S) p pbar pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.617"
    },
    {
        "description": "B+ --> J/psi(1S) p Lambdabar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "S041.318"
    },
    {
        "description": "B+ --> J/psi(1S) Sigmabar()0 p",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit p}}$",
        "pdgId": "S041.422"
    },
    {
        "description": "B+ --> J/psi(1S) D+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{+}}$",
        "pdgId": "S041.395"
    },
    {
        "description": "B+ --> J/psi(1S) Dbar0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.396"
    },
    {
        "description": "B+  --> J/psi(1S) D_s()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S041.834"
    },
    {
        "description": "B+ --> psi(2S) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.524"
    },
    {
        "description": "B+ --> psi(2S) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.20"
    },
    {
        "description": "B+ --> psi(2S) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.143"
    },
    {
        "description": "B+ --> psi(2S) K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.613"
    },
    {
        "description": "B+ --> psi(2S) K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.144"
    },
    {
        "description": "B+ --> psi(2S) phi(1020) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}{(1020)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.691"
    },
    {
        "description": "B+ --> psi(3770) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.360"
    },
    {
        "description": "B+ --> psi(3770) K+, psi() --> D0 Dbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$ ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S041.361"
    },
    {
        "description": "B+ --> psi(3770) K+, psi() --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$ ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.362"
    },
    {
        "description": "B+ --> psi(3770) K+ , psi() --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.707"
    },
    {
        "description": "B+ --> psi(3770) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.770"
    },
    {
        "description": "B+ --> psi(4040) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.647"
    },
    {
        "description": "B+ --> psi(4040) K+ , psi --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4040)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.760"
    },
    {
        "description": "B+ --> psi(4160) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.619"
    },
    {
        "description": "B+ --> psi(4160) K+ , psi --> Dbar0 D0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$",
        "pdgId": "S041.645"
    },
    {
        "description": "B+ --> psi(4160) K+ , psi --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4160)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.761"
    },
    {
        "description": "B+ --> psi(4415) K+ , psi --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4415)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.762"
    },
    {
        "description": "B+ --> psi(4415) K+ , psi --> J/psi eta",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4415)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "S041.772"
    },
    {
        "description": "B+ --> chi_c0() pi+ , chi_c0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.409"
    },
    {
        "description": "B+ --> chi_c0() pi+ , chi_c0() --> pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.781"
    },
    {
        "description": "B+ --> chi_c0() K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.266"
    },
    {
        "description": "B+ --> chi_c0() K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.799"
    },
    {
        "description": "B+ --> chi_c0() K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.435"
    },
    {
        "description": "B+ --> chi_c1(1P) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.468"
    },
    {
        "description": "B+ --> chi_c1(1P) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.171"
    },
    {
        "description": "B+ --> chi_c1(1P) K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.216"
    },
    {
        "description": "B+ --> chi_c1(1P) K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.611"
    },
    {
        "description": "B+ --> chi_c1(1P) K+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.678"
    },
    {
        "description": "B+ --> chi_c1(1P) K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.681"
    },
    {
        "description": "B+ --> chi_c1(2P) K+ , chi_c1(2P) --> pi+ pi- chi_c1(1P)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(2P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}{(2P)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "S041.684"
    },
    {
        "description": "B+ --> chi_c2 pi+ , chi_c2 --> pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.782"
    },
    {
        "description": "B+ --> chi_c2() K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.436"
    },
    {
        "description": "B+ --> chi_c2 K+ , chi_c2 --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.730"
    },
    {
        "description": "B+ --> chi_c2() K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.437"
    },
    {
        "description": "B+ --> chi_c2() K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.677"
    },
    {
        "description": "B+ --> chi_c2() K+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.679"
    },
    {
        "description": "B+ --> chi_c2() K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.682"
    },
    {
        "description": "B+ --> chi_c2(3930) K+ , chi_c2 --> D+ D-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S041.759"
    },
    {
        "description": "B+ --> chi_c2(3930) pi+ , chi_c2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(3930)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\chi}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.542"
    },
    {
        "description": "B+ --> h_c(1P) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.467"
    },
    {
        "description": "B+ --> h_c(1P) K+ , h_c() --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit h}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.622"
    },
    {
        "description": "B+ --> K0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.5"
    },
    {
        "description": "B+ --> K+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.223"
    },
    {
        "description": "B+ --> eta^' K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.248"
    },
    {
        "description": "B+ --> eta^' K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.244"
    },
    {
        "description": "B+ --> eta^' K_0^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.552"
    },
    {
        "description": "B+ --> eta^' K_2^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.553"
    },
    {
        "description": "B+ --> eta K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.245"
    },
    {
        "description": "B+ --> eta K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.246"
    },
    {
        "description": "B+ --> eta K_0^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.456"
    },
    {
        "description": "B+ --> eta K_2^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.457"
    },
    {
        "description": "B+ --> eta(1295) K+  x B(eta(1295) --> eta pi pi)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1295)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1295)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$)",
        "pdgId": "S041.510"
    },
    {
        "description": "B+ --> eta(1405) K+  x B(eta(1405) --> eta pi pi)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$)",
        "pdgId": "S041.511"
    },
    {
        "description": "B+ --> eta(1405) K+  x B(eta(1405) --> K^* K)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1405)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$)",
        "pdgId": "S041.512"
    },
    {
        "description": "B+ --> eta(1475) K+  x B(eta(1475) --> K^* K)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1475)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\eta}{(1475)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$)",
        "pdgId": "S041.513"
    },
    {
        "description": "B+ --> f_1(1285) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.514"
    },
    {
        "description": "B+ --> f_1(1420) K+  x B(f_1(1420) --> eta pi pi)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$)",
        "pdgId": "S041.515"
    },
    {
        "description": "B+ --> f_1(1420) K+  x B(f_1(1420) --> K^* K)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1420)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{1}}}{(1420)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$)",
        "pdgId": "S041.516"
    },
    {
        "description": "B+ --> phi(1680) K+  x B(phi(1680) --> K^* K)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit K}}$)",
        "pdgId": "S041.517"
    },
    {
        "description": "B+ --> f_0(1500) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.415"
    },
    {
        "description": "B+ --> omega K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.251"
    },
    {
        "description": "B+ --> omega K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.252"
    },
    {
        "description": "B+ --> omega (K pi)_{0}^*()",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$",
        "pdgId": "S041.530"
    },
    {
        "description": "B+ --> omega K_0^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.531"
    },
    {
        "description": "B+ --> omega K_2^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.532"
    },
    {
        "description": "B+ --> a_0(980)+ K0 xB(a_0(980)+ --> eta pi+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit K}^{0}}{\\times }B({{\\mathit a}_{{{0}}}{(980)}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041.378"
    },
    {
        "description": "B+ --> a_0(980)0 K+ xB(a_0(980)0 --> eta pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit K}^{+}}{\\times }B({{\\mathit a}_{{{0}}}{(980)}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.377"
    },
    {
        "description": "B+ --> K^*(892)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.6"
    },
    {
        "description": "B+ --> K^*(892)+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.225"
    },
    {
        "description": "B+ --> K+ pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.282"
    },
    {
        "description": "B+ --> K+ pi- pi+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S041.59"
    },
    {
        "description": "B+ --> omega(782) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}{(782)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.507"
    },
    {
        "description": "B+ --> K+ f_0(980) x B(f_0(980) --> pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ${\\times }$ B(${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.281"
    },
    {
        "description": "B+ --> f_2(1270)0 K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.412"
    },
    {
        "description": "B+ --> f_0(1370)0 K+ x B(f_0(1370)0 --> pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}^{0}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(1370)}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.413"
    },
    {
        "description": "B+ --> rho(14500) K+ x B(rho(1450)0 --> pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(14500)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit \\rho}{(1450)}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.414"
    },
    {
        "description": "B+ --> f_2^'(1525) K+ x B(f_2^'(1525) --> pi+ pi-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S041.416"
    },
    {
        "description": "B+ --> K+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.7"
    },
    {
        "description": "B+ --> K_0^*(1430)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.410"
    },
    {
        "description": "B+ --> K_2^*(1430)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.152"
    },
    {
        "description": "B+ --> K^*(1410)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.427"
    },
    {
        "description": "B+ --> K^*(1680)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.411"
    },
    {
        "description": "B+ --> K+ pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.584"
    },
    {
        "description": "B+ --> f_0(980) K+ x B(f_0() --> pi0 pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit f}_{{{0}}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.585"
    },
    {
        "description": "B+ --> K- pi+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.283"
    },
    {
        "description": "B+ --> K- pi+ pi+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S041.229"
    },
    {
        "description": "B+ --> K_1(1270)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.550"
    },
    {
        "description": "B+ --> K_1(1400)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.151"
    },
    {
        "description": "B+ --> K0 pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.305"
    },
    {
        "description": "B+ --> K_0^*(1430)+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.710"
    },
    {
        "description": "B+ --> K0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.224"
    },
    {
        "description": "B+ --> K^*(892)+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.163"
    },
    {
        "description": "B+ --> K^*(892)+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.153"
    },
    {
        "description": "B+ --> K^*(892)+ f_0(980)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "S041.455"
    },
    {
        "description": "B+ --> a_1()+ K0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S041.487"
    },
    {
        "description": "B+ --> b_1()+ K0  x B(b_1()+ --> omega pi+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit K}^{0}}$  ${\\times }$ B(${{\\mathit b}_{{{1}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041.508"
    },
    {
        "description": "B+ --> K^*(892)0 rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.405"
    },
    {
        "description": "B+ --> K_1(1400)+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.154"
    },
    {
        "description": "B+ --> K_2^*(1430)+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.155"
    },
    {
        "description": "B+ --> b_1()0 K+ x B(b_1()0 --> omega pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.491"
    },
    {
        "description": "B+ --> b_1()+ K^*()0 x B(b_1()+ --> omega pi+)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit K}^{*0}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S041.543"
    },
    {
        "description": "B+ --> b_1()0 K^*()+ x B(b_1()0 --> omega pi0)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{*+}}{\\times }$ B(${{\\mathit b}_{{{1}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S041.544"
    },
    {
        "description": "B+ --> K+ Kbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S041.241"
    },
    {
        "description": "B+ --> Kbar0 K+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.306"
    },
    {
        "description": "B+ --> K+ K0S K0S",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S041.323"
    },
    {
        "description": "B+ --> f_0(980) K+ , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S041.597"
    },
    {
        "description": "B+ --> f_0(1710) K+ , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S041.598"
    },
    {
        "description": "B+ --> K+ K0S K0S nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  nonresonant",
        "pdgId": "S041.599"
    },
    {
        "description": "B+ --> K0S K0S pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.324"
    },
    {
        "description": "B+ --> K+ K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.284"
    },
    {
        "description": "B+ --> K+ K- pi+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S041.230"
    },
    {
        "description": "B+ --> K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S041.263"
    },
    {
        "description": "B+ --> K+ Kbar_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S041.501"
    },
    {
        "description": "B+ --> pi+ (K+ K- ) (S-wave)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "S041.737"
    },
    {
        "description": "B+ --> pi+ K+ K- , mass(K+ K-) < 1.1 GeV",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  ,  ${\\mathit m}_{{{\\mathit K}^{+}} {{\\mathit K}^{-}}}$ $&lt;$ 1.1 GeV",
        "pdgId": "S041.784"
    },
    {
        "description": "B+ --> K+ K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.285"
    },
    {
        "description": "B+ --> K+ K+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S041.262"
    },
    {
        "description": "B+ --> f_2^'(1525) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.430"
    },
    {
        "description": "B+ --> K+ f_J(2220)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit f}_{{{J}}}{(2220)}}$",
        "pdgId": "S041.326"
    },
    {
        "description": "B+ --> K^*()+ pi+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.453"
    },
    {
        "description": "B+ --> K^*(892)+ K^*(892)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S041.277"
    },
    {
        "description": "B+ --> K^*()+ K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.454"
    },
    {
        "description": "B+ --> K+ K- K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.160"
    },
    {
        "description": "B+ --> K+ phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}}$",
        "pdgId": "S041.8"
    },
    {
        "description": "B+ --> f_0(980) K+ x B(f_0(980) --> K+ K-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(980)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041.428"
    },
    {
        "description": "B+ --> a_2(1320) K+ x B(a_2(1320) --> K+ K-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit a}_{{{2}}}{(1320)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041.429"
    },
    {
        "description": "B+ --> X_0(1550) K+ x B(X_0(1550) --> K+ K-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}_{{{0}}}{(1550)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit X}_{{{0}}}{(1550)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041.450"
    },
    {
        "description": "B+ --> phi(1680) K+ x B(phi(1680) --> K+ K-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit \\phi}{(1680)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041.431"
    },
    {
        "description": "B+ --> f_0(1710) K+ x B(f_0(1710) --> K+ K-)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{+}}{\\times }$ B(${{\\mathit f}_{{{0}}}{(1710)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S041.449"
    },
    {
        "description": "B+ --> K+ K- K+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$ nonresonant",
        "pdgId": "S041.231"
    },
    {
        "description": "B+ --> K^*(892)+ K+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.164"
    },
    {
        "description": "B+ --> K^*(892)+ phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\phi}}$",
        "pdgId": "S041.156"
    },
    {
        "description": "B+ --> K0 K+ K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.797"
    },
    {
        "description": "B+ --> J/psi K+ , J/psi --> K0 K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.800"
    },
    {
        "description": "B+ --> chi_c1 K+ , chi_c1 --> K0 K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.801"
    },
    {
        "description": "B+ --> eta_c K+ , eta_c --> K0 K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.803"
    },
    {
        "description": "B+ --> eta_c(2S) K+ , eta_c(2S) --> K0 K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.802"
    },
    {
        "description": "B+ --> K0 K+ K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.798"
    },
    {
        "description": "B+ --> J/psi K+ , J/psi --> K0 K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.804"
    },
    {
        "description": "B+ --> chi_c1 K+ , chi_c1 --> K0 K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.805"
    },
    {
        "description": "B+ --> eta_c K+ , eta_c --> K0 K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.806"
    },
    {
        "description": "B+ --> eta_c(2S) K+ , eta_c(2S) --> K0 K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.807"
    },
    {
        "description": "B+ --> phi (K pi)_{0}^*()",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$",
        "pdgId": "S041.518"
    },
    {
        "description": "B+ --> phi K_1(1270)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1270)}^{+}}$",
        "pdgId": "S041.519"
    },
    {
        "description": "B+ --> phi K_1(1400)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{1}}}{(1400)}^{+}}$",
        "pdgId": "S041.157"
    },
    {
        "description": "B+ --> phi K^*(1410)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(1410)}^{+}}$",
        "pdgId": "S041.520"
    },
    {
        "description": "B+ --> phi K_0^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.521"
    },
    {
        "description": "B+ --> phi K_2^*(1430)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}$",
        "pdgId": "S041.158"
    },
    {
        "description": "B+ --> phi K_2^*(1770)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1770)}^{+}}$",
        "pdgId": "S041.522"
    },
    {
        "description": "B+ --> phi K_2^*(1820)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1820)}^{+}}$",
        "pdgId": "S041.523"
    },
    {
        "description": "B+ --> a_1()+ K^*()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S041.554"
    },
    {
        "description": "B+ --> K+ phi phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S041.325"
    },
    {
        "description": "B+ --> eta^'() eta^'() K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.452"
    },
    {
        "description": "B+ --> omega phi K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.540"
    },
    {
        "description": "B+ --> X(1812) K+ x B(X --> omega phi)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}{(1812)}}{{\\mathit K}^{+}}$  ${\\times }$ B(${{\\mathit X}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$)",
        "pdgId": "S041.541"
    },
    {
        "description": "B+ --> K^*(892)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.9"
    },
    {
        "description": "B+ --> K_1(1270)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.53"
    },
    {
        "description": "B+ --> eta K+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.403"
    },
    {
        "description": "B+ --> eta^'() K+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.451"
    },
    {
        "description": "B+ --> phi K+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.347"
    },
    {
        "description": "B+ --> K+ pi- pi+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.307"
    },
    {
        "description": "B+ --> K^*(892)0 pi+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.308"
    },
    {
        "description": "B+ --> K+ rho0 gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.309"
    },
    {
        "description": "B+ --> (K+ pi-)(NR) pi+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$  ( ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$) $_{{\\mathrm {NR}}}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.310"
    },
    {
        "description": "B+ --> K0 pi+ pi0 gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.474"
    },
    {
        "description": "B+ --> K_1(1400)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.54"
    },
    {
        "description": "B+ --> K^*(1410)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.686"
    },
    {
        "description": "B+ --> K_0^*(1430)0 pi+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.685"
    },
    {
        "description": "B+ --> K_2^*(1430)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.55"
    },
    {
        "description": "B+ --> K^*(1680)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.56"
    },
    {
        "description": "B+ --> K_3^*(1780)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.57"
    },
    {
        "description": "B+ --> K_4^*(2045)+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.58"
    },
    {
        "description": "B+ --> rho+ gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.267"
    },
    {
        "description": "B+ --> pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.16"
    },
    {
        "description": "B+ --> pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.63"
    },
    {
        "description": "B+ --> rho0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.4"
    },
    {
        "description": "B+ --> pi+ f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.61"
    },
    {
        "description": "B+ --> pi+ f_2(1270)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "S041.62"
    },
    {
        "description": "B+ --> rho(1450)0 pi+ , rho()0 --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.406"
    },
    {
        "description": "B+ --> rho(1450)0 pi+ , rho0 --> K+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.735"
    },
    {
        "description": "B+ --> f_0(1370) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.407"
    },
    {
        "description": "B+ --> f_0(1370) pi+ , f_0() --> pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.780"
    },
    {
        "description": "B+ --> f_0(500) pi+ , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.408"
    },
    {
        "description": "B+ --> pi+ pi- pi+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S041.228"
    },
    {
        "description": "B+ --> pi+ pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.73"
    },
    {
        "description": "B+ --> rho+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.74"
    },
    {
        "description": "B+ --> rho(1450)+ pi0 , rho+ --> pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.779"
    },
    {
        "description": "B+ --> pi+ pi0 pi0 nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$ nonresonant",
        "pdgId": "S041.785"
    },
    {
        "description": "B+ --> X pi+, X --> pi0 pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}}{{\\mathit \\pi}^{+}}$ ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.786"
    },
    {
        "description": "B+ --> pi+ pi- pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.75"
    },
    {
        "description": "B+ --> rho+ rho0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S041.76"
    },
    {
        "description": "B+ --> rho+ f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.458"
    },
    {
        "description": "B+ --> a_1(1260)+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.77"
    },
    {
        "description": "B+ --> a_1(1260)0 pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.78"
    },
    {
        "description": "B+ --> omega pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.79"
    },
    {
        "description": "B+ --> omega rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.253"
    },
    {
        "description": "B+ --> eta pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.80"
    },
    {
        "description": "B+ --> eta rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.247"
    },
    {
        "description": "B+ --> eta^' pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.242"
    },
    {
        "description": "B+ --> eta^' rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.243"
    },
    {
        "description": "B+ --> phi pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.254"
    },
    {
        "description": "B+ --> phi rho+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S041.255"
    },
    {
        "description": "B+ --> a_0(980)0 pi+ , a_0()0 --> eta pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.376"
    },
    {
        "description": "B+ --> a_0(980)+ pi0 , a_0()+ --> eta pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.488"
    },
    {
        "description": "B+ --> pi+ pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.81"
    },
    {
        "description": "B+ --> rho0 a_1(1260)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S041.17"
    },
    {
        "description": "B+ --> rho0 a_2(1320)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit a}_{{{2}}}{(1320)}^{+}}$",
        "pdgId": "S041.18"
    },
    {
        "description": "B+ --> b_1()0 pi+ , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.492"
    },
    {
        "description": "B+ --> b_1()+ pi0 , b_1()+ --> omega pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.509"
    },
    {
        "description": "B+ --> pi+ pi+ pi+ pi- pi- pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.83"
    },
    {
        "description": "B+ --> b_1()+ rho0 , b_1()+ --> omega pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{+}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.545"
    },
    {
        "description": "B+ --> a_1(1260)+ a_1(1260)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{0}}$",
        "pdgId": "S041.84"
    },
    {
        "description": "B+ --> b_1()0 rho()+ , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.546"
    },
    {
        "description": "B+ --> h+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.249"
    },
    {
        "description": "B+ --> omega h+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit h}^{+}}$",
        "pdgId": "S041.250"
    },
    {
        "description": "B+ --> h+ X0 (Familon)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit h}^{+}}{{\\mathit X}^{0}}$ (Familon)",
        "pdgId": "S041.278"
    },
    {
        "description": "B+ --> K+ X0 , X0 --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit X}^{0}}$  ,   ${{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.708"
    },
    {
        "description": "B+ --> p pbar pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.21"
    },
    {
        "description": "B+ --> p pbar pi+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$ nonresonant",
        "pdgId": "S041.232"
    },
    {
        "description": "B+ --> p pbar pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.744"
    },
    {
        "description": "B+ --> p pbar pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.22"
    },
    {
        "description": "B+ --> p pbar K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.313"
    },
    {
        "description": "B+ --> Theta(1710)++ pbar , Theta()++ --> p K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1710)}^{++}}{{\\overline{\\mathit p}}}$  ,   ${{\\mathit \\Theta}^{++}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.400"
    },
    {
        "description": "B+ --> f_J(2220) K+ , f_J() --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{+}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.401"
    },
    {
        "description": "B+ --> p nbar pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.808"
    },
    {
        "description": "B+ --> p Lambdabar(1520)",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}{(1520)}}$",
        "pdgId": "S041.397"
    },
    {
        "description": "B+ --> p pbar K+ nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ nonresonant",
        "pdgId": "S041.233"
    },
    {
        "description": "B+ --> p pbar K^*(892)+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S041.353"
    },
    {
        "description": "B+ --> f_J(2220) K^*()+ , f_J() --> p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{*+}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.497"
    },
    {
        "description": "B+ --> p Lambdabar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "S041.23"
    },
    {
        "description": "B+ --> p Lambdabar gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.45"
    },
    {
        "description": "B+ --> p Lambdabar pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.493"
    },
    {
        "description": "B+ --> p Sigmabar(1385)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}}$",
        "pdgId": "S041.494"
    },
    {
        "description": "B+ --> Delta+ Lambdabar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{+}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "S041.495"
    },
    {
        "description": "B+ --> p Sigmabar gamma",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}}{{\\mathit \\gamma}}$",
        "pdgId": "S041.46"
    },
    {
        "description": "B+ --> p Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.24"
    },
    {
        "description": "B+ --> p Lambdabar pi+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S041.723"
    },
    {
        "description": "B+ --> p Lambdabar rho0 , rho0 --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.548"
    },
    {
        "description": "B+ --> p Lambdabar f_2(1270) , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.549"
    },
    {
        "description": "B+ --> p Lambdabar K+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.716"
    },
    {
        "description": "B+ --> p Lambdabar phi",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}}$",
        "pdgId": "S041.718"
    },
    {
        "description": "B+ --> pbar Lambda K+ K-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S041.717"
    },
    {
        "description": "B+ --> Lambda Lambdabar pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.356"
    },
    {
        "description": "B+ --> Lambda Lambdabar K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.357"
    },
    {
        "description": "B+ --> Lambda Lambdabar K^*()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{*+}}$",
        "pdgId": "S041.539"
    },
    {
        "description": "B+ --> Lambda(1520) Lambdabar K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.719"
    },
    {
        "description": "B+ --> Lambda Lambdabar(1520) K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.720"
    },
    {
        "description": "B+ --> Deltabar0 p",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Delta}}^{0}}{{\\mathit p}}$",
        "pdgId": "S041.64"
    },
    {
        "description": "B+ --> Delta++ pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.65"
    },
    {
        "description": "B+ --> D+ p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.303"
    },
    {
        "description": "B+ --> D^*(2010)+ p pbar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S041.304"
    },
    {
        "description": "B+ --> Dbar0 p pbar pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.607"
    },
    {
        "description": "B+ --> Dbar^*()0 p pbar pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.608"
    },
    {
        "description": "B+ --> D- p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.609"
    },
    {
        "description": "B+ --> D^*()- p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.610"
    },
    {
        "description": "B+ --> p Lambdabar0 Dbar0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S041.577"
    },
    {
        "description": "B+ --> p Lambdabar0 Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S041.578"
    },
    {
        "description": "B+ --> Lambdabar_c()- p pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.239"
    },
    {
        "description": "B+ --> Lambdabar_c()- p K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.817"
    },
    {
        "description": "B+ --> Lambdabar_c()- Delta(1232)++",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}{(1232)}^{++}}$",
        "pdgId": "S041.469"
    },
    {
        "description": "B+ --> Lambdabar_c()- Delta_X(1600)++",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}_{{{X}}}{(1600)}^{++}}$",
        "pdgId": "S041.470"
    },
    {
        "description": "B+ --> Lambdabar_c()- Delta_X(2420)++",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Delta}_{{{X}}}{(2420)}^{++}}$",
        "pdgId": "S041.471"
    },
    {
        "description": "B+ --> ( Lambdabar_c()- p )(s) pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$  (  ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$) $_{s}$  ${{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.472"
    },
    {
        "description": "B+ --> Sigmabar_c(2520)0 p",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{0}}{{\\mathit p}}$",
        "pdgId": "S041.312"
    },
    {
        "description": "B+ --> Sigmabar_c(2800)0 p",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2800)}^{0}}{{\\mathit p}}$",
        "pdgId": "S041.529"
    },
    {
        "description": "B+ --> Lambdabar_c()- p pi+ pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.236"
    },
    {
        "description": "B+ --> Lambdabar_c()- p pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.237"
    },
    {
        "description": "B+ --> Lambdabar_c()- p pi+ pi+ pi- pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.238"
    },
    {
        "description": "B+ --> Lambda_c()+ Lambda_c()- K+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S041.463"
    },
    {
        "description": "B+ --> Xi_c(2930) Lambda_c()+ , Xi_c --> K+ Lambda_c()-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}{(2930)}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\mathit \\Xi}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}$",
        "pdgId": "S041.715"
    },
    {
        "description": "B+ --> Sigmabar_c(2455)0 p",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}$",
        "pdgId": "S041.311"
    },
    {
        "description": "B+ --> Sigmabar_c(2455)0 p pi0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S041.67"
    },
    {
        "description": "B+ --> Sigmabar_c(2455)0 p pi- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.298"
    },
    {
        "description": "B+ --> Sigmabar_c(2455)-- p pi+ pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.299"
    },
    {
        "description": "B+ --> Lambdabar_c(2593)- / Lambdabar_c(2625)- p pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2593)}^{-}}$  ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2625)}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.66"
    },
    {
        "description": "B+ --> Xibar_c()0 Lambda_c()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$",
        "pdgId": "S041.721"
    },
    {
        "description": "B+ --> Xi_c()0 Lambda_c()+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$",
        "pdgId": "S041.815"
    },
    {
        "description": "B+ --> Xibar_c()0 Lambda_c()+ , Xibar_c()0 --> Xibar+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.465"
    },
    {
        "description": "B+ --> Xibar_c()0 Lambda_c()+ , Xibar_c()0 --> Lambda K+ pi-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S041.466"
    },
    {
        "description": "B+ --> Xibar_c()0 Lambda_c()+ , Xibar_c()0 --> p K- K- pi+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S041.722"
    },
    {
        "description": "B+ --> Lambda_c()+ Xibar_c^'()0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}^{'0}}$",
        "pdgId": "S041.732"
    },
    {
        "description": "B+ --> Lambda_c()+ Xibar_c(2645)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}{(2645)}^{0}}$",
        "pdgId": "S041.733"
    },
    {
        "description": "B+ --> Lambda_c()+ Xibar_c(2790)0",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Xi}}_{{{c}}}{(2790)}^{0}}$",
        "pdgId": "S041.734"
    },
    {
        "description": "B+ --> p psi_DS",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\psi}_{{{DS}}}}$",
        "pdgId": "S041.809"
    },
    {
        "description": "B+ --> pi+ lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S041.475"
    },
    {
        "description": "B+ --> pi+ e+ e-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S041.85"
    },
    {
        "description": "B+ --> pi+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.88"
    },
    {
        "description": "B+ --> rho(770)+ e+ e-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S041.818"
    },
    {
        "description": "B+ --> rho(770)+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.819"
    },
    {
        "description": "B+ --> rho(770)+ lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S041.820"
    },
    {
        "description": "B+ --> pi+ nu nubar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S041.404"
    },
    {
        "description": "B+ --> K+ lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S041.345"
    },
    {
        "description": "B+ --> K+ e+ e-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S041.11"
    },
    {
        "description": "B+ --> K+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.10"
    },
    {
        "description": "B+ --> K+ mu+ mu- nonresonant",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ nonresonant",
        "pdgId": "S041.704"
    },
    {
        "description": "B+ --> K+ tau+ tau-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S041.690"
    },
    {
        "description": "B+ --> K+ nubar nu",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\nu}}$",
        "pdgId": "S041.273"
    },
    {
        "description": "B+ --> rho+ nu nubar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S041.489"
    },
    {
        "description": "B+ --> K^*(892)+ lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S041.346"
    },
    {
        "description": "B+ --> K^*(892)+ e+ e-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S041.161"
    },
    {
        "description": "B+ --> K^*(892)+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.162"
    },
    {
        "description": "B+ --> K^*(892)+ nu nubar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S041.490"
    },
    {
        "description": "B+ --> K+ pi+ pi- mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.632"
    },
    {
        "description": "B+ --> D_s()+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.816"
    },
    {
        "description": "B+ --> phi K+ mu+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.633"
    },
    {
        "description": "B+ --> Lambdabar p nu nubar",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S041.736"
    },
    {
        "description": "B+ --> pi+ e+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.86"
    },
    {
        "description": "B+ --> pi+ e- mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.87"
    },
    {
        "description": "B+ --> pi+ e+- mu-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S041.476"
    },
    {
        "description": "B+ --> pi+ e+ tau-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S041.586"
    },
    {
        "description": "B+ --> pi+ e- tau+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}{{\\mathit \\tau}^{+}}$",
        "pdgId": "S041.587"
    },
    {
        "description": "B+ --> pi+ e+- tau-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S041.588"
    },
    {
        "description": "B+ --> pi+ mu+ tau-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S041.589"
    },
    {
        "description": "B+ --> pi+ mu- tau+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\tau}^{+}}$",
        "pdgId": "S041.590"
    },
    {
        "description": "B+ --> pi+ mu+- tau-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S041.591"
    },
    {
        "description": "B+ --> K+ e+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.89"
    },
    {
        "description": "B+ --> K+ e- mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.90"
    },
    {
        "description": "B+ --> K+ e+- mu-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S041.446"
    },
    {
        "description": "B+ --> K+ e+ tau-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S041.592"
    },
    {
        "description": "B+ --> K+ e- tau+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}{{\\mathit \\tau}^{+}}$",
        "pdgId": "S041.593"
    },
    {
        "description": "B+ --> K+ e+- tau-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S041.594"
    },
    {
        "description": "B+ --> K+ mu+ tau-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S041.595"
    },
    {
        "description": "B+ --> K+ mu- tau+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\tau}^{+}}$",
        "pdgId": "S041.596"
    },
    {
        "description": "B+ --> K+ mu+- tau-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S041.486"
    },
    {
        "description": "B+ --> K^*(892)+ e+ mu-",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S041.447"
    },
    {
        "description": "B+ --> K^*(892)+ e- mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.448"
    },
    {
        "description": "B+ --> K^*(892)+ e+- mu-+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S041.296"
    },
    {
        "description": "B+ --> pi- e+ e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.91"
    },
    {
        "description": "B+ --> pi- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.93"
    },
    {
        "description": "B+ --> pi- e+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.92"
    },
    {
        "description": "B+ --> rho- e+ e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.291"
    },
    {
        "description": "B+ --> rho- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.295"
    },
    {
        "description": "B+ --> rho- e+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.294"
    },
    {
        "description": "B+ --> K- e+ e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.94"
    },
    {
        "description": "B+ --> K- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.96"
    },
    {
        "description": "B+ --> K- e+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.95"
    },
    {
        "description": "B+ --> K^*(892)- e+ e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.290"
    },
    {
        "description": "B+ --> K^*(892)- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.292"
    },
    {
        "description": "B+ --> K^*(892)- e+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.293"
    },
    {
        "description": "B+ --> D- e+ e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.572"
    },
    {
        "description": "B+ --> D- e+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.573"
    },
    {
        "description": "B+ --> D- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.574"
    },
    {
        "description": "B+ --> D^*()- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.604"
    },
    {
        "description": "B+ --> D_s()- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.605"
    },
    {
        "description": "B+ --> Dbar0 pi- mu+ mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.606"
    },
    {
        "description": "B+ --> Lambda0 mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}^{0}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.567"
    },
    {
        "description": "B+ --> Lambda0 e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}^{0}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.568"
    },
    {
        "description": "B+ --> Lambdabar0 mu+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}^{0}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S041.569"
    },
    {
        "description": "B+ --> Lambdabar0 e+",
        "description_tex": "${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}^{0}}{{\\mathit e}^{+}}$",
        "pdgId": "S041.570"
    },
    {
        "description": "B0",
        "description_tex": "${{\\mathit B}^{0}}$",
        "pdgId": "S042"
    },
    {
        "description": "B0 MASS",
        "description_tex": "${{\\mathit B}^{0}}$ MASS",
        "pdgId": "S042M"
    },
    {
        "description": "mass(B0)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}^{0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "S042DM"
    },
    {
        "description": "B0 MEAN LIFE",
        "description_tex": "${{\\mathit B}^{0}}$ MEAN LIFE",
        "pdgId": "S042T"
    },
    {
        "description": "meanlife(B0)/meanlife(Bbar0)",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit B}^{0}}}/{\\mathit \\tau}_{{{\\overline{\\mathit B}}^{0}}}$",
        "pdgId": "S042DT3"
    },
    {
        "description": "MEAN LIFE RATIO meanlife(B+)/meanlife(B0)",
        "description_tex": "MEAN LIFE RATIO ${\\mathit \\tau}_{{{\\mathit B}^{+}}}/{\\mathit \\tau}_{{{\\mathit B}^{0}}}$",
        "pdgId": "S042212"
    },
    {
        "description": "meanlife(B+)/meanlife(B0) (direct measurements)",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit B}^{+}}}/{\\mathit \\tau}_{{{\\mathit B}^{0}}}$ (direct measurements)",
        "pdgId": "S042DT1"
    },
    {
        "description": "meanlife(B+)/meanlife(B0) (inferred from branching fractions)",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit B}^{+}}}/{\\mathit \\tau}_{{{\\mathit B}^{0}}}$ (inferred from branching fractions)",
        "pdgId": "S042DT2"
    },
    {
        "description": "DeltaGamma(B_d0) / Gamma(B_d0)",
        "description_tex": "$\\Delta \\Gamma _{{{\\mathit B}_{{{d}}}^{0}}}$ $/$ $\\Gamma _{{{\\mathit B}_{{{d}}}^{0}}}$",
        "pdgId": "S042DGS"
    },
    {
        "description": "G(B0 --> lepton+ nu_lepton X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R94"
    },
    {
        "description": "G(B0 --> e+ nu(e) X_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S00"
    },
    {
        "description": "G(B0 --> lepton+ nu_lepton X_u)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}_{{{u}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P68"
    },
    {
        "description": "G(B0 --> D- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R35"
    },
    {
        "description": "G(B0 --> D- lepton+ nu_lepton)/G(B0 --> lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S042C02"
    },
    {
        "description": "G(B0 --> D- lepton+ nu_lepton)/G(B0 --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S042B84"
    },
    {
        "description": "G(B0 --> D- tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S01"
    },
    {
        "description": "G(B0 --> D- tau+ nu_tau)/G(B0 --> D- lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S042B94"
    },
    {
        "description": "G(B0 --> D*(2010)- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R21"
    },
    {
        "description": "G(B0 --> D*(2010)- lepton+ nu_lepton)/G(B0 --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S042B85"
    },
    {
        "description": "G(B0 --> D*(2010)- e+ nu_e)/G(B0 --> D*(2010)- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S042P85"
    },
    {
        "description": "G(B0 --> D*(2010)- tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B09"
    },
    {
        "description": "G(B0 --> D*(2010)- tau+ nu_tau)/G(B0 --> D*(2010)- lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S042B95"
    },
    {
        "description": "G(B0 --> D*(2010)- tau+ nu_tau)/G(B0 --> D*(2010)- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P26"
    },
    {
        "description": "G(B0 --> Dbar^(*) n pi lepton+ nu_lepton (n >= 1))/G(B0 --> D lepton+ nu_lepton X)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{(*)}}$ n  ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ (n ${}\\geq{}$ 1)$)/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})$",
        "pdgId": "S042B86"
    },
    {
        "description": "G(B0 --> Dbar0 pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q36"
    },
    {
        "description": "G(B0 --> D_0*(2300)- lepton+ nu_lepton  ,  D_0*- --> Dbar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S03"
    },
    {
        "description": "G(B0 --> D_2*(2460)- lepton+ nu_lepton  ,  D_2*- --> Dbar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S04"
    },
    {
        "description": "G(B0 --> Dbar*0 pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q37"
    },
    {
        "description": "G(B0 --> D_1(2420)- lepton+ nu_lepton  ,  D_1- --> Dbar*0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S05"
    },
    {
        "description": "G(B0 --> D_1(2420)- lepton+ nu_lepton  ,  D_1- --> D- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P83"
    },
    {
        "description": "G(B0 --> D_1'(2430)- lepton+ nu_lepton  ,  D_1'- --> Dbar*0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{\\,'}{(2430)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{'-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S06"
    },
    {
        "description": "G(B0 --> D_2*(2460)- lepton+ nu_lepton  ,  D_2*- --> Dbar*0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S07"
    },
    {
        "description": "G(B0 --> D- pi+ pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P81"
    },
    {
        "description": "G(B0 --> D- pi+ pi- lepton+ nu_lepton)/G(B0 --> D- lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S042C42"
    },
    {
        "description": "G(B0 --> D*- pi+ pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P82"
    },
    {
        "description": "G(B0 --> D*- pi+ pi- lepton+ nu_lepton)/G(B0 --> D*(2010)- lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S042C43"
    },
    {
        "description": "G(B0 --> rho- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R95"
    },
    {
        "description": "G(B0 --> pi- lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S48"
    },
    {
        "description": "G(B0 --> pi- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R70"
    },
    {
        "description": "G(B0 --> pi- tau+ nu_tau)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R86"
    },
    {
        "description": "G(B0 --> K+- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S49"
    },
    {
        "description": "G(B0 --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q13"
    },
    {
        "description": "G(B0 --> Dbar0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q14"
    },
    {
        "description": "G(B0 --> D0 X)/[G(B0 --> D0 X)+ G(B0 --> Dbar0 X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S042Q15"
    },
    {
        "description": "G(B0 --> D+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q16"
    },
    {
        "description": "G(B0 --> D- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q17"
    },
    {
        "description": "G(B0 --> D+ X)/[G(B0 --> D+ X)+ G(B0 --> D- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S042Q18"
    },
    {
        "description": "G(B0 --> D_s+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q19"
    },
    {
        "description": "G(B0 --> D_s- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q20"
    },
    {
        "description": "G(B0 --> D_s+ X)/[G(B0 --> D_s+ X)+ G(B0 --> D_s- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S042Q21"
    },
    {
        "description": "G(B0 --> Lambda_c+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q22"
    },
    {
        "description": "G(B0 --> Lambdabar_c- X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q23"
    },
    {
        "description": "G(B0 --> Lambda_c+ X)/[G(B0 --> Lambda_c+ X)+ G(B0 --> Lambdabar_c- X)]",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})/[\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}})$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}})\\rbrack{}$",
        "pdgId": "S042Q24"
    },
    {
        "description": "G(B0 --> cbar X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q25"
    },
    {
        "description": "G(B0 --> c X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit c}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q26"
    },
    {
        "description": "G(B0 --> cbar / c X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}$  ${{\\mathit c}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q27"
    },
    {
        "description": "G(B0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R30"
    },
    {
        "description": "G(B0 --> D- lepton+ nu_lepton)/G(B0 --> D- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042S08"
    },
    {
        "description": "G(B0 --> D- rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R33"
    },
    {
        "description": "G(B0 --> D- K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q38"
    },
    {
        "description": "G(B0 --> D- K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B12"
    },
    {
        "description": "G(B0 --> D- omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B8"
    },
    {
        "description": "G(B0 --> D- K+)/G(B0 --> D- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042C17"
    },
    {
        "description": "G(B0 --> D- K+ pi+ pi-)/G(B0 --> D- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042T98"
    },
    {
        "description": "G(B0 --> D- K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B19"
    },
    {
        "description": "G(B0 --> D- K+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B21"
    },
    {
        "description": "G(B0 --> Dbar0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R1"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R2"
    },
    {
        "description": "G(B0 --> D*(2010)- lepton+ nu_lepton)/G(B0 --> D*(2010)- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042S09"
    },
    {
        "description": "G(B0 --> Dbar0 K+ K-)/G(B0 --> Dbar0 pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042T96"
    },
    {
        "description": "G(B0 --> D- pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R88"
    },
    {
        "description": "G(B0 --> D- pi+ pi+ pi-)/G(B0 --> D- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042Q97"
    },
    {
        "description": "G(B0 --> (D- pi+ pi+ pi-) nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R89"
    },
    {
        "description": "G(B0 --> D- pi+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R91"
    },
    {
        "description": "G(B0 --> D- a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R93"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R19"
    },
    {
        "description": "G(B0 --> D*(2010)- rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R3"
    },
    {
        "description": "G(B0 --> D*(2010)- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B5"
    },
    {
        "description": "G(B0 --> D*(2010)- K+)/G(B0 --> D*(2010)- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042RB0"
    },
    {
        "description": "G(B0 --> D*(2010)- K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q39"
    },
    {
        "description": "G(B0 --> D*(2010)- K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B13"
    },
    {
        "description": "G(B0 --> D*(2010)- K+ Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B20"
    },
    {
        "description": "G(B0 --> D*(2010)- K+ Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B22"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R20"
    },
    {
        "description": "G(B0 --> (D*(2010)- pi+ pi+ pi-) nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R90"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R92"
    },
    {
        "description": "G(B0 --> D*(2010)- a_1(1260)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R87"
    },
    {
        "description": "G(B0 --> Dbar_1(2420)0 pi- pi+  ,  Dbar_10 --> D*- pi+)/G(B0 --> D*(2010)- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042RA7"
    },
    {
        "description": "G(B0 --> D*(2010)- K+ pi- pi+)/G(B0 --> D*(2010)- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042RA8"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+ pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R65"
    },
    {
        "description": "G(B0 --> D*- 3pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q12"
    },
    {
        "description": "G(B0 --> D*(2010)- omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B7"
    },
    {
        "description": "G(B0 --> Dbar_1(2430)0 omega  ,  Dbar_10 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2430)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B75"
    },
    {
        "description": "G(B0 --> D*- rho(1450)+  ,  rho+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C45"
    },
    {
        "description": "G(B0 --> Dbar_1(2420)0 omega  ,  Dbar_10 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C46"
    },
    {
        "description": "G(B0 --> Dbar_2*(2460)0 omega  ,  Dbar_20 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C47"
    },
    {
        "description": "G(B0 --> D*- b_1(1235)+  ,  b_1+ --> omega pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit b}_{{{1}}}{(1235)}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C48"
    },
    {
        "description": "G(B0 --> Dbar**- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R77"
    },
    {
        "description": "G(B0 --> D_1(2420)- pi+  ,  D_1- --> D- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q64"
    },
    {
        "description": "G(B0 --> D_1(2420)- pi+  ,  D_1- --> D- pi+ pi-)/G(B0 --> D- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042Q98"
    },
    {
        "description": "G(B0 --> D_1(2420)- pi+  ,  D_1- --> D*- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q65"
    },
    {
        "description": "G(B0 --> D*(2010)- pi+ pi+ pi-)/G(B0 --> D*(2010)- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042RA9"
    },
    {
        "description": "G(B0 --> Dbar_2*(2460)- pi+  ,  D*_2- --> D0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 2}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S22"
    },
    {
        "description": "G(B0 --> Dbar_0*(2400)- pi+  ,  D*_0- --> D0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 0}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q72"
    },
    {
        "description": "G(B0 --> D*_2(2460)- pi+  ,  D*_2- --> D*- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}_{\\mathrm 2}{(2460)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 2}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q66"
    },
    {
        "description": "G(B0 --> Dbar_2*(2460)- rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S23"
    },
    {
        "description": "G(B0 --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R03"
    },
    {
        "description": "G(B0 --> D*0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R04"
    },
    {
        "description": "G(B0 --> D- D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S83"
    },
    {
        "description": "G(B0 --> D+- D*-+  (CP-averaged))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}{{\\mathit D}^{*\\mp}}$  ($\\mathit CP$-averaged)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C09"
    },
    {
        "description": "G(B0 --> D- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R48"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R47"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s+  ,  D*- --> Dbar0 pi- , m(Dbar0 pi-)>2.05 GeV)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P91"
    },
    {
        "description": "G(B0 --> D_2*(2460)- D_s+  ,  D_2*- --> Dbar0 pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P92"
    },
    {
        "description": "G(B0 --> D_1*(2600)- D_s+  ,  D_1*- --> Dbar0 pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2600)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P93"
    },
    {
        "description": "G(B0 --> D_3*(2750)- D_s+  ,  D_3*- --> Dbar0 pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{3}}}^{*}{(2750)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{3}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P94"
    },
    {
        "description": "G(B0 --> D_1*(2760)- D_s+  ,  D_1*- --> Dbar0 pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2760)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P95"
    },
    {
        "description": "G(B0 --> D_J*(3000)- D_s+  ,  D_J*- --> Dbar0 pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{J}}}^{*}{(3000)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{J}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P96"
    },
    {
        "description": "G(B0 --> T_c_s_0*(2870)0 Dbar0  ,  T_c_s_0*0 --> D_s+ pi-)/G(B0 --> Dbar0 D_s+ pi- , m(Dbar0 pi-)>2.05 GeV)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2870)}^{0}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  , m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV$)$",
        "pdgId": "S042P97"
    },
    {
        "description": "G(B0 --> D- D_s*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R98"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R00"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s*+)/G(B0 --> D*(2010)- D_s+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}})$",
        "pdgId": "S042P66"
    },
    {
        "description": "[G(B0 --> D*(2010)- D_s+)/G(total)+ G(B0 --> D*(2010)- D_s*+)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R64"
    },
    {
        "description": "G(B0 --> D_s0(2317)- K+  ,  D_s0- --> D_s- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{s0}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q55"
    },
    {
        "description": "G(B0 --> D_s0(2317)- pi+  ,  D_s0- --> D_s- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s0}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q56"
    },
    {
        "description": "G(B0 --> D_sJ(2457)- K+  ,  D_sJ- --> D_s- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q57"
    },
    {
        "description": "G(B0 --> D_sJ(2457)- pi+  ,  D_sJ- --> D_s- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q58"
    },
    {
        "description": "G(B0 --> D_s- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q48"
    },
    {
        "description": "G(B0 --> D_s*- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q49"
    },
    {
        "description": "G(B0 --> D_s*- D_s*+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q50"
    },
    {
        "description": "G(B0 --> D_s0*(2317)+ D-  ,  D_s0*+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B57"
    },
    {
        "description": "G(B0 --> D_s0(2317)+ D-  ,  D_s0+ --> D_s*+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q31"
    },
    {
        "description": "G(B0 --> D_s0(2317)+ D*(2010)-  ,  D_s0+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q08"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B58"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D-  ,  D_sJ+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q10"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D-  ,  D_sJ+ --> D_s*+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q28"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D-  ,  D_sJ+ --> D_s+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q29"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D-  ,  D_sJ+ --> D_s+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q30"
    },
    {
        "description": "G(B0 --> D*(2010)- D_sJ(2457)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{sJ}}}{(2457)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q09"
    },
    {
        "description": "G(B0 --> D_sJ(2457)+ D*(2010)  ,  D_sJ+ --> D_s+ gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{*}{(2010)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q11"
    },
    {
        "description": "G(B0 --> D- D_s1(2536)+  ,  D_s1+ --> D*0 K+ + D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}{+}$  ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042DB1"
    },
    {
        "description": "G(B0 --> D- D_s1(2536)+  ,  D_s1+ --> D*0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B71"
    },
    {
        "description": "G(B0 --> D- D_s1(2536)+  ,  D_s1+ --> D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B79"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s1(2536)+  ,  D_s1+ --> D*0 K+ + D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}{+}$  ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042DB2"
    },
    {
        "description": "G(B0 --> D*(2010)- D_s1(2536)+  ,  D_s1+ --> D*0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B72"
    },
    {
        "description": "G(B0 --> D*- D_s1(2536)+  ,  D_s1+ --> D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B80"
    },
    {
        "description": "G(B0 --> D- D_sJ(2573)+  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B73"
    },
    {
        "description": "G(B0 --> D*(2010)- D_sJ(2573)+  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B74"
    },
    {
        "description": "G(B0 --> D- D_sJ(2700)+  ,  D_sJ+ --> D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C33"
    },
    {
        "description": "G(B0 --> D+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C05"
    },
    {
        "description": "G(B0 --> D_s+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R49"
    },
    {
        "description": "[G(B0 --> D_s+ pi-)/G(total)+ G(B0 --> D_s- K+)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S4"
    },
    {
        "description": "G(B0 --> D_s+ pi-)/G(B0 --> D- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042P67"
    },
    {
        "description": "G(B0 --> D_s*+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S17"
    },
    {
        "description": "[G(B0 --> D_s*+ pi-)/G(total)+ G(B0 --> D_s*- K+)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S6"
    },
    {
        "description": "G(B0 --> D_s+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S7"
    },
    {
        "description": "G(B0 --> D_s*+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S8"
    },
    {
        "description": "G(B0 --> D_s+ a_0-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{0}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R05"
    },
    {
        "description": "G(B0 --> D_s*+ a_0-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{0}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R06"
    },
    {
        "description": "G(B0 --> D_s+ a_1(1260)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S9"
    },
    {
        "description": "G(B0 --> D_s*+ a_1(1260)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S10"
    },
    {
        "description": "G(B0 --> D_s+ a_2-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{2}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R07"
    },
    {
        "description": "G(B0 --> D_s*+ a_2-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{2}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R08"
    },
    {
        "description": "G(B0 --> D_s- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R50"
    },
    {
        "description": "G(B0 --> D_s- K+)/G(B0 --> D- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S042C44"
    },
    {
        "description": "G(B0 --> D_s*- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S18"
    },
    {
        "description": "G(B0 --> D_s1(2536)-+ K+-  ,  D_s1- --> Dbar*(2007)0 K-)/G(B0 --> Dbar0 K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\mp}}{{\\mathit K}^{\\pm}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S042P98"
    },
    {
        "description": "G(B0 --> D_s- K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S11"
    },
    {
        "description": "G(B0 --> D_s*- K*(892)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{*}{(892)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S12"
    },
    {
        "description": "G(B0 --> D_s- pi+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S13"
    },
    {
        "description": "G(B0 --> D_s*- pi+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S14"
    },
    {
        "description": "G(B0 --> D_s- K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C10"
    },
    {
        "description": "G(B0 --> D_s- pi+ K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S15"
    },
    {
        "description": "G(B0 --> D_s*- pi+ K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S16"
    },
    {
        "description": "G(B0 --> Dbar0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B46"
    },
    {
        "description": "G(B0 --> Dbar0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q51"
    },
    {
        "description": "G(B0 --> Dbar0 K+ pi-)/G(B0 --> Dbar0 pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042RB1"
    },
    {
        "description": "G(B0 --> Dbar0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B47"
    },
    {
        "description": "G(B0 --> Dbar0 K*(1410)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(1410)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C37"
    },
    {
        "description": "G(B0 --> Dbar0 K_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C38"
    },
    {
        "description": "G(B0 --> Dbar0 K_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C39"
    },
    {
        "description": "G(B0 --> D_0*(2300)- K+  ,  D_0*- --> Dbar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C40"
    },
    {
        "description": "G(B0 --> D_2*(2460)- K+  ,  D_2*- --> Dbar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q52"
    },
    {
        "description": "G(B0 --> D_3*(2760)- K+  ,  D_3*- --> Dbar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{3}}}^{*}{(2760)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{3}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C41"
    },
    {
        "description": "G(B0 --> Dbar0 K+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q53"
    },
    {
        "description": "G(B0 --> [ K+ K- ]_D K*(892)0)/G(B0 --> Dbar0 K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042C15"
    },
    {
        "description": "G(B0 --> [ pi+ pi- ]_D K*(892)0)/G(B0 --> Dbar0 K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042C24"
    },
    {
        "description": "G(B0 --> [ pi+ K- ]_D K*(892)0)/G(B0 --> [ K+ pi- ]_D K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042P52"
    },
    {
        "description": "G(B0 --> [ pi+ pi- pi+ pi- ]_D K*0)/G(B0 --> Dbar0 K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042P51"
    },
    {
        "description": "G(B0 --> [ pi+ K- pi+ pi- ]_D K*0)/G(B0 --> [ K+ pi- pi+ pi- ]_D K*0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}})$",
        "pdgId": "S042P53"
    },
    {
        "description": "G(B0 --> Dbar0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S26"
    },
    {
        "description": "G(B0 --> Dbar0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R34"
    },
    {
        "description": "G(B0 --> Dbar0 f_2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit f}_{{{2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q73"
    },
    {
        "description": "G(B0 --> Dbar0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S27"
    },
    {
        "description": "G(B0 --> Dbar0 eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S28"
    },
    {
        "description": "G(B0 --> Dbar0 eta')/G(B0 --> Dbar0 eta)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "S042SA5"
    },
    {
        "description": "G(B0 --> Dbar0 omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S29"
    },
    {
        "description": "G(B0 --> Dbar0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P99"
    },
    {
        "description": "G(B0 --> D0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q54"
    },
    {
        "description": "G(B0 --> D0 K+ pi-)/G(B0 --> Dbar0 K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042B97"
    },
    {
        "description": "G(B0 --> D0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B50"
    },
    {
        "description": "G(B0 --> D0 K*(892)0)/G(B0 --> Dbar0 K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042P44"
    },
    {
        "description": "G(B0 --> Dbar*0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S86"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S30"
    },
    {
        "description": "G(B0 --> Dbar0 pi0)/G(B0 --> Dbar*(2007)0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S042SA1"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S31"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S32"
    },
    {
        "description": "G(B0 --> Dbar0 eta)/G(B0 --> Dbar*(2007)0 eta)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "S042SA2"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 eta')/G(B0 --> Dbar*(2007)0 eta)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}})$",
        "pdgId": "S042SA6"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S33"
    },
    {
        "description": "G(B0 --> Dbar0 eta')/G(B0 --> Dbar*(2007)0 eta')",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "S042SA4"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B42"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 K+ pi-)/G(B0 --> Dbar*(2007)0 pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P69"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B48"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B49"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S70"
    },
    {
        "description": "G(B0 --> D*(2007)0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B51"
    },
    {
        "description": "G(B0 --> D*(2007)0 pi+ pi+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S96"
    },
    {
        "description": "G(B0 --> D*(2007)0 pi+ pi+ pi- pi-)/G(B0 --> D*(2010)- pi+ pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S042S97"
    },
    {
        "description": "G(B0 --> D*(2010)+ D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S52"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S34"
    },
    {
        "description": "G(B0 --> Dbar0 omega)/G(B0 --> Dbar*(2007)0 omega)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\omega}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\omega}})$",
        "pdgId": "S042SA3"
    },
    {
        "description": "G(B0 --> D*(2010)+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S82"
    },
    {
        "description": "G(B0 --> D*(2007)0 Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S84"
    },
    {
        "description": "G(B0 --> D- D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B60"
    },
    {
        "description": "G(B0 --> D- D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B61"
    },
    {
        "description": "G(B0 --> D*(2010)- D0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B62"
    },
    {
        "description": "G(B0 --> D*(2010)- D0 K+)/G(B0 --> D- D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S042P65"
    },
    {
        "description": "G(B0 --> D*(2010)- D*(2007)0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B63"
    },
    {
        "description": "G(B0 --> D- D+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B64"
    },
    {
        "description": "G(B0 --> D*(2010)- D+ K0 + D- D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{0}}{+}$  ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B65"
    },
    {
        "description": "G(B0 --> D*(2010)- D*(2010)+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B66"
    },
    {
        "description": "G(B0 --> D*- D_s1(2536)+  ,  D_s1+ --> D*+ K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B78"
    },
    {
        "description": "G(B0 --> Dbar0 D0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B67"
    },
    {
        "description": "G(B0 --> D0 Dbar0 K+ pi-)/G(B0 --> D*(2010)- D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S042P63"
    },
    {
        "description": "G(B0 --> Dbar0 D*(2007)0 K0 + Dbar*(2007)0 D0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{0}}{+}$  ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B68"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 D*(2007)0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B69"
    },
    {
        "description": "G(B0 --> ( Dbar + Dbar* )( D + D* ) K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   (  ${{\\overline{\\mathit D}}}$ +  ${{\\overline{\\mathit D}}^{*}}$ )(  ${{\\mathit D}}$ +  ${{\\mathit D}^{*}}$ )  ${{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B70"
    },
    {
        "description": "G(B0 --> eta_c K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S88"
    },
    {
        "description": "G(B0 --> eta_c K0)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042Q01"
    },
    {
        "description": "G(B0 --> eta_c(1S) K+ pi-)/G(B0 --> J/psi(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P28"
    },
    {
        "description": "G(B0 --> eta_c(1S) K*(1410)0)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{*}{(1410)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P32"
    },
    {
        "description": "G(B0 --> eta_c(1S) K+ pi-  (NR))/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  (NR)$)/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P33"
    },
    {
        "description": "G(B0 --> eta_c(1S) K_0*(1430)0)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P34"
    },
    {
        "description": "G(B0 --> eta_c(1S) K_2*(1430)0)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P35"
    },
    {
        "description": "G(B0 --> eta_c(1S) K*(1680)0)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{*}{(1680)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P36"
    },
    {
        "description": "G(B0 --> eta_c(1S) K_0*(1950)0)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{0}}}^{*}{(1950)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P37"
    },
    {
        "description": "G(B0 --> T_c_cbar(4100)- K+  ,  T_c_cbar- --> eta_c pi-)/G(B0 --> eta_c(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P38"
    },
    {
        "description": "G(B0 --> eta_c K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B43"
    },
    {
        "description": "G(B0 --> eta_c(2S) K0S  ,  eta_c --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P48"
    },
    {
        "description": "G(B0 --> eta_c(2S) K*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B35"
    },
    {
        "description": "G(B0 --> h_c(1P) K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P47"
    },
    {
        "description": "G(B0 --> h_c(1P) K*0)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B87"
    },
    {
        "description": "G(B0 --> eta_c K*(892)0)/G(B0 --> eta_c K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{0}})$",
        "pdgId": "S042B44"
    },
    {
        "description": "G(B0 --> J/psi(1S) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R23"
    },
    {
        "description": "G(B0 --> J/psi(1S) K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R4"
    },
    {
        "description": "G(B0 --> J/psi(1S) K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R22"
    },
    {
        "description": "G(B0 --> J/psi(1S) K*(892)0)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042S45"
    },
    {
        "description": "G(B0 --> J/psi(1S) eta K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q03"
    },
    {
        "description": "G(B0 --> J/psi(1S) eta' K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q71"
    },
    {
        "description": "G(B0 --> J/psi(1S) omega K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B90"
    },
    {
        "description": "G(B0 --> chi_c0(3915)  ,  chi_c0 --> J/psi omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C03"
    },
    {
        "description": "G(B0 --> J/psi(1S) phi K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S93"
    },
    {
        "description": "G(B0 --> J/psi(1S) K(1270)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1270)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B6"
    },
    {
        "description": "G(B0 --> J/psi(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S35"
    },
    {
        "description": "G(B0 --> J/psi(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S51"
    },
    {
        "description": "G(B0 --> J/psi(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B45"
    },
    {
        "description": "G(B0 --> J/psi(1S) pi+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q74"
    },
    {
        "description": "G(B0 --> J/psi(1S) f_0(500)  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C11"
    },
    {
        "description": "G(B0 --> J/psi(1S) f_2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q75"
    },
    {
        "description": "G(B0 --> J/psi(1S) rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S46"
    },
    {
        "description": "G(B0 --> J/psi(1S) f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C12"
    },
    {
        "description": "G(B0 --> J/psi(1S) rho(1450)0  ,  rho0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}{(1450)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C13"
    },
    {
        "description": "G(B0 --> J/psi rho(1700)0  ,  rho0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\rho}{(1700)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C28"
    },
    {
        "description": "G(B0 --> J/psi(1S) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S47"
    },
    {
        "description": "G(B0 --> J/psi(1S) omega)/G(B0 --> J/psi(1S) rho0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}})$",
        "pdgId": "S042C14"
    },
    {
        "description": "G(B0 --> J/psi(1S) omega)/G(B0 --> J/psi(1S) rho0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}})$",
        "pdgId": "S042C06"
    },
    {
        "description": "G(B0 --> J/psi(1S) K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042BA1"
    },
    {
        "description": "G(B0 --> J/psi(1S) a_0(980)  ,  a_0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{0}}}{(980)}}$  ,   ${{\\mathit a}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042BA2"
    },
    {
        "description": "G(B0 --> J/psi(1S) phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B53"
    },
    {
        "description": "G(B0 --> J/psi(1S) eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B54"
    },
    {
        "description": "G(B0 --> J/psi(1S) eta)/G(B0 --> J/psi(1S) eta'(958))",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}{(958)}})$",
        "pdgId": "S042RB4"
    },
    {
        "description": "G(B0 --> J/psi(1S) K0 pi+ pi-)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042B14"
    },
    {
        "description": "G(B0 --> J/psi(1S) K0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C23"
    },
    {
        "description": "G(B0 --> J/psi(1S) K0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RB3"
    },
    {
        "description": "G(B0 --> J/psi(1S) K0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B15"
    },
    {
        "description": "G(B0 --> J/psi(1S) K*(892)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B16"
    },
    {
        "description": "G(B0 --> J/psi(1S) pi+ pi- pi+ pi-)/G(B0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042C21"
    },
    {
        "description": "G(B0 --> J/psi(1S) f_1(1285))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{1}}}{(1285)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C22"
    },
    {
        "description": "G(B0 --> J/psi(1S) K*(892)0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B17"
    },
    {
        "description": "G(B0 --> eta_c2(1D) K0S  ,  eta_c2 --> h_c gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P56"
    },
    {
        "description": "G(B0 --> eta_c2(1D) pi- K+  ,  eta_c2 --> h_c gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P57"
    },
    {
        "description": "G(B0 --> chi_c1(3872) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P59"
    },
    {
        "description": "G(B0 --> chi_c1(3872)- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q63"
    },
    {
        "description": "G(B0 --> chi_c1(3872)- K+  ,  chi_c1(3872)- --> J/psi(1S) pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q35"
    },
    {
        "description": "G(B0 --> chi_c1(3872) K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P60"
    },
    {
        "description": "G(B0 --> chi_c1(3872) K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P61"
    },
    {
        "description": "G(B0 --> chi_c1(3872) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P62"
    },
    {
        "description": "G(B0 --> T_c_cbar_1(4430)+- K-+  ,  T_c_cbar_1+- --> psi(2S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B88"
    },
    {
        "description": "G(B0 --> T_c_cbar_1(4430)+- K-+  ,  T_c_cbar_1+- --> J/psi pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B96"
    },
    {
        "description": "G(B0 --> T_c_cbar_1(3900)+- K-+  ,  T_c_cbar_1+- --> J/psi pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C50"
    },
    {
        "description": "G(B0 --> T_c_cbar_1(4200)+- K-+  ,  T_c_cbar_1+- --> J/psi pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C51"
    },
    {
        "description": "G(B0 --> T_c_cbar_1(3900)+- K-+  ,  T_c_cbar_1+- --> J/psi pi+-)/G(B0 --> J/psi(1S) K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042P29"
    },
    {
        "description": "G(B0 --> J/psi(1S) p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B52"
    },
    {
        "description": "G(B0 --> J/psi(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q04"
    },
    {
        "description": "G(B0 --> J/psi mu+ mu-  ,  J/psi --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P78"
    },
    {
        "description": "G(B0 --> J/psi(1S) Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q33"
    },
    {
        "description": "G(B0 --> psi(2S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P00"
    },
    {
        "description": "G(B0 --> psi(2S) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R66"
    },
    {
        "description": "G(B0 --> psi(2S) K0 pi+ pi-)/G(B0 --> psi(2S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042P73"
    },
    {
        "description": "G(B0 --> psi(2S) K0)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042B2"
    },
    {
        "description": "G(B0 --> psi(3770) K0  ,  psi --> Dbar0 D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B81"
    },
    {
        "description": "G(B0 --> psi(3770) K0  ,  psi --> D- D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B82"
    },
    {
        "description": "G(B0 --> psi(2S) pi+ pi-)/G(B0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042QA1"
    },
    {
        "description": "G(B0 --> psi(2S) K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R68"
    },
    {
        "description": "G(B0 --> psi(2S) K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R67"
    },
    {
        "description": "G(B0 --> psi(2S) K*(892)0)/G(B0 --> J/psi(1S) K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042T97"
    },
    {
        "description": "G(B0 --> psi(2S) K*(892)0)/G(B0 --> psi(2S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042Q62"
    },
    {
        "description": "G(B0 --> chi_c0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S89"
    },
    {
        "description": "G(B0 --> chi_c0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q59"
    },
    {
        "description": "G(B0 --> chi_c1 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q83"
    },
    {
        "description": "G(B0 --> chi_c1 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S24"
    },
    {
        "description": "G(B0 --> chi_c1 K0)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042B3"
    },
    {
        "description": "G(B0 --> chi_c1 pi- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B91"
    },
    {
        "description": "G(B0 --> chi_c1 pi- K+)/G(B0 --> J/psi(1S) K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042C16"
    },
    {
        "description": "G(B0 --> chi_c1 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S25"
    },
    {
        "description": "G(B0 --> chi_c1 K*(892)0)/G(B0 --> J/psi(1S) K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042QA2"
    },
    {
        "description": "G(B0 --> chi_c1 K*(892)0)/G(B0 --> chi_c1 K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{0}})$",
        "pdgId": "S042B1"
    },
    {
        "description": "G(B0 --> T_c_cbar(4050)- K+  ,  T_c_cbar- --> chi_c1 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B92"
    },
    {
        "description": "G(B0 --> T_c_cbar(4250)- K+  ,  T_c_cbar- --> chi_c1 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B93"
    },
    {
        "description": "G(B0 --> chi_c1 pi+ pi- K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P16"
    },
    {
        "description": "G(B0 --> chi_c1 pi- pi0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P20"
    },
    {
        "description": "G(B0 --> chi_c2 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q60"
    },
    {
        "description": "G(B0 --> chi_c2 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q61"
    },
    {
        "description": "G(B0 --> chi_c2 K*(892)0)/G(B0 --> chi_c1 K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042QA3"
    },
    {
        "description": "G(B0 --> chi_c2 pi- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P18"
    },
    {
        "description": "G(B0 --> chi_c2 pi+ pi- K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P19"
    },
    {
        "description": "G(B0 --> chi_c2 pi- pi0 K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P21"
    },
    {
        "description": "G(B0 --> psi(4660) K0  ,  psi --> Lambda_c+ Lambda_c-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4660)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P30"
    },
    {
        "description": "G(B0 --> psi(4230)0 K0  ,  psi0 --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P45"
    },
    {
        "description": "G(B0 --> K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R10"
    },
    {
        "description": "G(B0 --> K+ pi-)/G(B0 --> K0 pi0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S042S95"
    },
    {
        "description": "[G(B0 --> K+ pi-)/G(total)+ G(B0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S2"
    },
    {
        "description": "G(B0 --> K0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S41"
    },
    {
        "description": "G(B0 --> eta' K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S61"
    },
    {
        "description": "G(B0 --> eta' K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S62"
    },
    {
        "description": "G(B0 --> eta' K_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T72"
    },
    {
        "description": "G(B0 --> eta' K_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T73"
    },
    {
        "description": "G(B0 --> eta K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S64"
    },
    {
        "description": "G(B0 --> eta K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S63"
    },
    {
        "description": "G(B0 --> eta K_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T12"
    },
    {
        "description": "G(B0 --> eta K_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T13"
    },
    {
        "description": "G(B0 --> omega K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S71"
    },
    {
        "description": "G(B0 --> a_0(980)0 K0  ,  a_00 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA6"
    },
    {
        "description": "G(B0 --> b_10 K0  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T50"
    },
    {
        "description": "G(B0 --> a_0(980)+- K-+  ,  a_0+- --> eta pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA5"
    },
    {
        "description": "G(B0 --> b_1- K+  ,  b_1- --> omega pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T34"
    },
    {
        "description": "G(B0 --> b_10 K*0  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{*0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T67"
    },
    {
        "description": "G(B0 --> b_1- K*+  ,  b_1- --> omega pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit K}^{*+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T68"
    },
    {
        "description": "G(B0 --> a_0(1450)+- K-+  ,  a_0+- --> eta pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T19"
    },
    {
        "description": "G(B0 --> K0S X0 (Familon))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit X}^{0}}$ (Familon)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B11"
    },
    {
        "description": "G(B0 --> omega K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S72"
    },
    {
        "description": "G(B0 --> omega (K pi)_0*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T57"
    },
    {
        "description": "G(B0 --> omega K_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T58"
    },
    {
        "description": "G(B0 --> omega K_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T59"
    },
    {
        "description": "G(B0 --> omega K+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T56"
    },
    {
        "description": "G(B0 --> K+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B32"
    },
    {
        "description": "G(B0 --> K+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S42"
    },
    {
        "description": "G(B0 --> K+ rho(1450)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1450)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T45"
    },
    {
        "description": "G(B0 --> K+ rho(1700)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1700)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T44"
    },
    {
        "description": "G(B0 --> (K+ pi- pi0) nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ) nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q07"
    },
    {
        "description": "G(B0 --> (K pi)_0*+ pi-  ,  (K pi)_0*+ --> K+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{-}}$  ,   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$ $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T46"
    },
    {
        "description": "G(B0 --> (K pi)_0*0 pi0  ,  (K pi)_0*0 --> K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{0}}$  ,   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$ $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T47"
    },
    {
        "description": "G(B0 --> K_2*(1430)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T49"
    },
    {
        "description": "G(B0 --> K*(1680)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T48"
    },
    {
        "description": "G(B0 --> K_x*0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{x}}}^{*0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q05"
    },
    {
        "description": "G(B0 --> K0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R80"
    },
    {
        "description": "G(B0 --> K0 pi+ pi- nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B00"
    },
    {
        "description": "G(B0 --> K0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R12"
    },
    {
        "description": "G(B0 --> K*(892)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R11"
    },
    {
        "description": "G(B0 --> K_0*(1430)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B01"
    },
    {
        "description": "G(B0 --> K_x*+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{x}}}^{*+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q06"
    },
    {
        "description": "G(B0 --> K*(1410)+ pi-  ,  K*+ --> K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B02"
    },
    {
        "description": "G(B0 --> (K pi)^_,*+,0 pi-  ,  (K pi)^_,*+,0 --> K0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*+}_{0}$  ${{\\mathit \\pi}^{-}}$  ,  ( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*+}_{0}$ $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P43"
    },
    {
        "description": "G(B0 --> f_0(980) K0  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B05"
    },
    {
        "description": "G(B0 --> K0 f_0(500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P40"
    },
    {
        "description": "G(B0 --> K0 f_0(1500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(1500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P42"
    },
    {
        "description": "G(B0 --> f_2(1270) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B06"
    },
    {
        "description": "G(B0 --> f_x(1300) K0 , f_x --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{x}}}{(1300)}}{{\\mathit K}^{0}}$ , ${{\\mathit f}_{{{x}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P05"
    },
    {
        "description": "G(B0 --> K*(892)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S43"
    },
    {
        "description": "G(B0 --> K_2*(1430)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R72"
    },
    {
        "description": "G(B0 --> K*(1680)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B03"
    },
    {
        "description": "G(B0 --> K+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S40"
    },
    {
        "description": "G(B0 --> rho0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T63"
    },
    {
        "description": "G(B0 --> f_0(980) K+ pi-  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T64"
    },
    {
        "description": "G(B0 --> K+ pi- pi+ pi-  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T66"
    },
    {
        "description": "G(B0 --> K*(892)0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R84"
    },
    {
        "description": "G(B0 --> K*(892)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R15"
    },
    {
        "description": "G(B0 --> K*(892)0 f_0(980)  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R43"
    },
    {
        "description": "G(B0 --> K_1(1270)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T71"
    },
    {
        "description": "G(B0 --> K_1(1400)+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R71"
    },
    {
        "description": "G(B0 --> a_1(1260)- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S39"
    },
    {
        "description": "G(B0 --> K*(892)+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T11"
    },
    {
        "description": "G(B0 --> K_0*(1430)+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T86"
    },
    {
        "description": "G(B0 --> K_1(1400)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R73"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T83"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 f_0(980)  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T84"
    },
    {
        "description": "G(B0 --> K_2*(1430)0 f_0(980)  ,  f_0 --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T85"
    },
    {
        "description": "G(B0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S1"
    },
    {
        "description": "G(B0 --> K0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S60"
    },
    {
        "description": "G(B0 --> K0 Kbar0)/G(B0 --> K0 phi)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}})$",
        "pdgId": "S042P58"
    },
    {
        "description": "G(B0 --> K0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B31"
    },
    {
        "description": "G(B0 --> K*(892)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C27"
    },
    {
        "description": "G(B0 --> K0 K- pi+)/G(B0 --> K0 pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042C18"
    },
    {
        "description": "G(B0 --> Kbar*0 K0 + K*0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit K}^{0}}{+}$  ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T10"
    },
    {
        "description": "G(B0 --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B33"
    },
    {
        "description": "G(B0 --> K0S K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T60"
    },
    {
        "description": "G(B0 --> K0S K0S eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T61"
    },
    {
        "description": "G(B0 --> K0S K0S eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T62"
    },
    {
        "description": "G(B0 --> K0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R81"
    },
    {
        "description": "G(B0 --> K0 K+ K-)/G(B0 --> K0 pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042C19"
    },
    {
        "description": "G(B0 --> K0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R13"
    },
    {
        "description": "G(B0 --> f_0(980) K0  ,  f_0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T87"
    },
    {
        "description": "G(B0 --> f_0(1500) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T88"
    },
    {
        "description": "G(B0 --> f_2'(1525)0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T89"
    },
    {
        "description": "G(B0 --> f_0(1710) K0  ,  f_0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T90"
    },
    {
        "description": "G(B0 --> K0 K+ K-  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T95"
    },
    {
        "description": "G(B0 --> K0S K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B59"
    },
    {
        "description": "G(B0 --> f_0(980) K0  ,  f_0 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T91"
    },
    {
        "description": "G(B0 --> f_0(1710) K0  ,  f_0 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T92"
    },
    {
        "description": "G(B0 --> f_2(2010) K0  ,  f_2 --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(2010)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T93"
    },
    {
        "description": "G(B0 --> K0S K0S K0S  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$   nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T94"
    },
    {
        "description": "G(B0 --> K0S K0S K0L)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T08"
    },
    {
        "description": "G(B0 --> K*(892)0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R85"
    },
    {
        "description": "G(B0 --> K*(892)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R14"
    },
    {
        "description": "G(B0 --> K+ K- pi+ pi-  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T74"
    },
    {
        "description": "G(B0 --> K*(892)0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T30"
    },
    {
        "description": "G(B0 --> K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S87"
    },
    {
        "description": "G(B0 --> K+ K+ pi- pi-  nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$  nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T78"
    },
    {
        "description": "G(B0 --> K*(892)0 K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T31"
    },
    {
        "description": "G(B0 --> K*(892)0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B9"
    },
    {
        "description": "G(B0 --> K*(892)+ K*(892)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B10"
    },
    {
        "description": "G(B0 --> K_1(1400)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R75"
    },
    {
        "description": "G(B0 --> phi (K pi)^_,*0,0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*0}_{0})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T15"
    },
    {
        "description": "G(B0 --> phi (K pi)^_,*0,0 (1.60< m_K pi<2.15))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*0}_{0}$  (1.60$&lt;{\\mathit m}_{{{\\mathit K}} {{\\mathit \\pi}}}&lt;2.15))/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T25"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T75"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T76"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 Kbar_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T77"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q32"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T79"
    },
    {
        "description": "G(B0 --> K_0*(1430)0 K_0*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T80"
    },
    {
        "description": "G(B0 --> K*(1680)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T26"
    },
    {
        "description": "G(B0 --> K*(1780)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1780)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T27"
    },
    {
        "description": "G(B0 --> K*(2045)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(2045)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T28"
    },
    {
        "description": "G(B0 --> K_2*(1430)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R74"
    },
    {
        "description": "G(B0 --> K_2*(1430)0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R76"
    },
    {
        "description": "G(B0 --> K0 phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T14"
    },
    {
        "description": "G(B0 --> eta' eta' K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T07"
    },
    {
        "description": "G(B0 --> eta K0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T01"
    },
    {
        "description": "G(B0 --> eta' K0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T06"
    },
    {
        "description": "G(B0 --> K0 phi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA3"
    },
    {
        "description": "G(B0 --> K+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B34"
    },
    {
        "description": "G(B0 --> K*(892)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R16"
    },
    {
        "description": "G(B0 --> K*(1410) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B36"
    },
    {
        "description": "G(B0 --> K+ pi- gamma ~nonresonant)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ nonresonant$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B37"
    },
    {
        "description": "G(B0 --> K*(892)0 X(214)  ,  X --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit X}{(214)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T81"
    },
    {
        "description": "G(B0 --> K0 pi+ pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T02"
    },
    {
        "description": "G(B0 --> K+ pi- pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T17"
    },
    {
        "description": "G(B0 --> K_1(1270)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R36"
    },
    {
        "description": "G(B0 --> K_1(1400)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R37"
    },
    {
        "description": "G(B0 --> K_2*(1430)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R38"
    },
    {
        "description": "G(B0 --> K*(1680)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R39"
    },
    {
        "description": "G(B0 --> K_3*(1780)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R40"
    },
    {
        "description": "G(B0 --> K_4*(2045)0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R41"
    },
    {
        "description": "G(B0 --> rho0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S90"
    },
    {
        "description": "G(B0 --> rho0 X(214)  ,  X --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit X}{(214)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T82"
    },
    {
        "description": "G(B0 --> rho0 gamma)/G(B0 --> K*(892)0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "S042RK1"
    },
    {
        "description": "G(B0 --> omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S91"
    },
    {
        "description": "G(B0 --> phi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S92"
    },
    {
        "description": "G(B0 --> f_2(1270) gamma  ,  f_2 --> KS0 KS0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P74"
    },
    {
        "description": "G(B0 --> f_2'(1525) gamma  ,  f_2' --> KS0 KS0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P75"
    },
    {
        "description": "G(B0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R5"
    },
    {
        "description": "G(B0 --> pi+ pi-)/G(B0 --> K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042Q94"
    },
    {
        "description": "G(B0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S37"
    },
    {
        "description": "G(B0 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R58"
    },
    {
        "description": "G(B0 --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S38"
    },
    {
        "description": "G(B0 --> eta' pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S65"
    },
    {
        "description": "G(B0 --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S66"
    },
    {
        "description": "G(B0 --> eta' eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S67"
    },
    {
        "description": "G(B0 --> eta' rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S68"
    },
    {
        "description": "G(B0 --> eta' f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T16"
    },
    {
        "description": "G(B0 --> eta rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S69"
    },
    {
        "description": "G(B0 --> eta f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T20"
    },
    {
        "description": "G(B0 --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S73"
    },
    {
        "description": "G(B0 --> omega eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S74"
    },
    {
        "description": "G(B0 --> omega rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S75"
    },
    {
        "description": "G(B0 --> omega f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T09"
    },
    {
        "description": "G(B0 --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S76"
    },
    {
        "description": "G(B0 --> phi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S77"
    },
    {
        "description": "G(B0 --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S78"
    },
    {
        "description": "G(B0 --> phi eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S79"
    },
    {
        "description": "G(B0 --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P17"
    },
    {
        "description": "G(B0 --> phi rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S80"
    },
    {
        "description": "G(B0 --> phi f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T54"
    },
    {
        "description": "G(B0 --> phi omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S81"
    },
    {
        "description": "G(B0 --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S44"
    },
    {
        "description": "G(B0 --> a_0(980)+- pi-+  ,  a_0+- --> eta pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA4"
    },
    {
        "description": "G(B0 --> a_0(1450)+- pi-+  ,  a_0+- --> eta pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T18"
    },
    {
        "description": "G(B0 --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R51"
    },
    {
        "description": "G(B0 --> rho0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R52"
    },
    {
        "description": "G(B0 --> rho-+ pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\mp}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R24"
    },
    {
        "description": "G(B0 --> pi+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R53"
    },
    {
        "description": "G(B0 --> rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T52"
    },
    {
        "description": "G(B0 --> rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R26"
    },
    {
        "description": "G(B0 --> rho0 rho0)/G(B0 --> K*(892)0 phi)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\phi}})$",
        "pdgId": "S042C52"
    },
    {
        "description": "G(B0 --> f_0(980) pi+ pi-  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T9B"
    },
    {
        "description": "G(B0 --> rho0 f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R01"
    },
    {
        "description": "G(B0 --> f_0(980) f_0(980)  ,  f_0 --> pi+ pi-  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R02"
    },
    {
        "description": "G(B0 --> f_0(980) f_0(980)  ,  f_0 --> pi+ pi-  ,  f_0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T55"
    },
    {
        "description": "G(B0 --> a_1(1260)-+ pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{\\mp}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R27"
    },
    {
        "description": "G(B0 --> a_2(1320)-+ pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\mp}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R28"
    },
    {
        "description": "G(B0 --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R54"
    },
    {
        "description": "G(B0 --> rho+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R55"
    },
    {
        "description": "G(B0 --> a_1(1260)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R56"
    },
    {
        "description": "G(B0 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R57"
    },
    {
        "description": "G(B0 --> pi+ pi+ pi- pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R59"
    },
    {
        "description": "G(B0 --> a_1(1260)+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R60"
    },
    {
        "description": "G(B0 --> a_1(1260)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R61"
    },
    {
        "description": "G(B0 --> b_1-+ pi+-  ,  b_1-+ --> omega pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$  ,   ${{\\mathit b}_{{{1}}}^{\\mp}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T35"
    },
    {
        "description": "G(B0 --> b_10 pi0  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T51"
    },
    {
        "description": "G(B0 --> b_1- rho+  ,  b_1- --> omega pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T69"
    },
    {
        "description": "G(B0 --> b_10 rho0  ,  b_10 --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T70"
    },
    {
        "description": "G(B0 --> pi+ pi+ pi+ pi- pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R62"
    },
    {
        "description": "G(B0 --> a_1(1260)+ a_1(1260)-  ,  a_1+ --> 2pi+ pi-  ,  a_1- --> 2pi- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R44"
    },
    {
        "description": "G(B0 --> pi+ pi+ pi+ pi- pi- pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R63"
    },
    {
        "description": "G(B0 --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R29"
    },
    {
        "description": "G(B0 --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R31"
    },
    {
        "description": "G(B0 --> p pbar pi+ pi-)/G(B0 --> p pbar K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P24"
    },
    {
        "description": "G(B0 --> p pbar K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B23"
    },
    {
        "description": "G(B0 --> Theta(1540)+ pbar  ,  Theta+ --> p K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}^{+}}{{\\overline{\\mathit p}}}$  ,   ${{\\mathit \\Theta}^{+}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q34"
    },
    {
        "description": "G(B0 --> f_J(2220) K0  ,  f_J --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T42"
    },
    {
        "description": "G(B0 --> p pbar K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P22"
    },
    {
        "description": "G(B0 --> p pbar K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q02"
    },
    {
        "description": "G(B0 --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P49"
    },
    {
        "description": "G(B0 --> f_J(2220) K_0*  ,  f_J --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}_{{{0}}}^{*}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T43"
    },
    {
        "description": "G(B0 --> p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P23"
    },
    {
        "description": "G(B0 --> p pbar K+ K-)/G(B0 --> p pbar K+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S042P25"
    },
    {
        "description": "G(B0 --> p pbar p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P27"
    },
    {
        "description": "G(B0 --> p Lambdabar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R32"
    },
    {
        "description": "G(B0 --> p Lambdabar pi- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RB5"
    },
    {
        "description": "G(B0 --> p Sigmabar(1385)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T40"
    },
    {
        "description": "G(B0 --> Delta(1232)+ pbar + Delta(1232)- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{+}}{{\\overline{\\mathit p}}}{+}$  ${{\\mathit \\Delta}{(1232)}^{-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P50"
    },
    {
        "description": "G(B0 --> Delta0 Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{0}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T41"
    },
    {
        "description": "G(B0 --> p Lambdabar K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B55"
    },
    {
        "description": "G(B0 --> p Lambdabar D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C34"
    },
    {
        "description": "G(B0 --> p Lambdabar D*-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit D}^{*-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C35"
    },
    {
        "description": "G(B0 --> p Sigmabar0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B56"
    },
    {
        "description": "G(B0 --> Lambdabar Lambda)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S85"
    },
    {
        "description": "G(B0 --> Lambdabar Lambda K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q85"
    },
    {
        "description": "G(B0 --> Lambdabar Lambda K*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q86"
    },
    {
        "description": "G(B0 --> Lambdabar Lambda D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q87"
    },
    {
        "description": "G(B0 --> D0 Sigma0 Lambdabar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RB2"
    },
    {
        "description": "G(B0 --> Delta0 Deltabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{0}}{{\\overline{\\mathit \\Delta}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R45"
    },
    {
        "description": "G(B0 --> Delta++ Deltabar--)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit \\Delta}}^{--}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R46"
    },
    {
        "description": "G(B0 --> Dbar0 p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B29"
    },
    {
        "description": "G(B0 --> D_s- Lambdabar p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B08"
    },
    {
        "description": "G(B0 --> Dbar*(2007)0 p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B30"
    },
    {
        "description": "G(B0 --> D*(2010)- p nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit p}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S99"
    },
    {
        "description": "G(B0 --> D- p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B76"
    },
    {
        "description": "G(B0 --> D*(2010)- p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S98"
    },
    {
        "description": "G(B0 --> Dbar0 p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C07"
    },
    {
        "description": "G(B0 --> Dbar*0 p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C08"
    },
    {
        "description": "G(B0 --> Theta_c pbar pi+  ,  Theta_c --> D- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}_{{{c}}}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\Theta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042BP1"
    },
    {
        "description": "G(B0 --> Theta_c pbar pi+  ,  Theta_c --> D*- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}_{{{c}}}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\Theta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042BP2"
    },
    {
        "description": "G(B0 --> Sigmabar_c-- Delta++)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}{{\\mathit \\Delta}^{++}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S21"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S59"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S55"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S56"
    },
    {
        "description": "G(B0 --> Lambda_c- p K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C31"
    },
    {
        "description": "G(B0 --> Lambda_c- p phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C32"
    },
    {
        "description": "G(B0 --> Sigma_c(2455)- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Sigma}_{{{c}}}{(2455)}^{-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q91"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S57"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p pi+ pi- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S58"
    },
    {
        "description": "G(B0 --> Lambdabar_c- p pi+ pi- (nonresonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ (nonresonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R83"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2520)-- p pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B39"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2520)0 p pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B41"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2455)0 N0  ,  N0 --> p pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit N}^{0}}$  ,   ${{\\mathit N}^{0}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q84"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2455)0 p pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B26"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2455)-- p pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B27"
    },
    {
        "description": "G(B0 --> Lambda_c- p K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q88"
    },
    {
        "description": "G(B0 --> Sigmabar_c(2455)-- p K+  ,  Sigmabar_c-- --> Lambdabar_c- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q89"
    },
    {
        "description": "G(B0 --> Lambda_c- p K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q90"
    },
    {
        "description": "G(B0 --> Lambda_c- p pbar p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C20"
    },
    {
        "description": "G(B0 --> Lambdabar_c- Lambda K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Lambda}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q96"
    },
    {
        "description": "G(B0 --> Lambdabar_c- Lambda_c+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S02"
    },
    {
        "description": "G(B0 --> Lambdabar_c(2593)-~/~Lambdabar_c(2625)- p)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2593)}^{-}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2625)}^{-}}{{\\mathit p}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B28"
    },
    {
        "description": "G(B0 --> Xibar_c- Lambda_c+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P54"
    },
    {
        "description": "G(B0 --> Xibar_c- Lambda_c+  ,  Xibar_c- --> Xibar+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R78"
    },
    {
        "description": "G(B0 --> Xibar_c- Lambda_c+  ,  Xibar_c- --> pbar K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P55"
    },
    {
        "description": "G(B0 --> Lambda_c+ Lambda_c- K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R09"
    },
    {
        "description": "G(B0 --> Lambdabar_c(2910)- p  ,  Lambdabar_c- --> Sigmabar_c(2455)-- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2910)}^{-}}{{\\mathit p}}$  ,   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P79"
    },
    {
        "description": "G(B0 --> Lambdabar_c(2910)- p  ,  Lambdabar_c- --> Sigmabar_c(2455)0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2910)}^{-}}{{\\mathit p}}$  ,   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P80"
    },
    {
        "description": "G(B0 --> Xibar_c(2930)- Lambda_c+  ,  Xibar_c- --> Lambda_c- K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}{(2930)}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P31"
    },
    {
        "description": "G(B0 --> Omega_c0 Lambdabar  ,  Omega_c0 --> Omega- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}^{0}}{{\\overline{\\mathit \\Lambda}}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A55"
    },
    {
        "description": "G(B0 --> Omega_c(2770)0 Lambdabar  ,  Omega_c0 --> Omega- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}{(2770)}^{0}}{{\\overline{\\mathit \\Lambda}}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A56"
    },
    {
        "description": "G(B0 --> Omega_c0 Lambda  ,  Omega_c0 --> Omega- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}^{0}}{{\\mathit \\Lambda}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A57"
    },
    {
        "description": "G(B0 --> Omega_c(2770)0 Lambda  ,  Omega_c0 --> Omega- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}{(2770)}^{0}}{{\\mathit \\Lambda}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A59"
    },
    {
        "description": "G(B0 --> Lambda psi_DS)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\psi}_{{{DS}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P77"
    },
    {
        "description": "G(B0 --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S36"
    },
    {
        "description": "G(B0 --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R6"
    },
    {
        "description": "G(B0 --> e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T32"
    },
    {
        "description": "G(B0 --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R7"
    },
    {
        "description": "G(B0 --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T33"
    },
    {
        "description": "G(B0 --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T05"
    },
    {
        "description": "G(B0 --> mu+ mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T99"
    },
    {
        "description": "G(B0 --> S P  ,  S --> mu+ mu-  ,  P --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit S}}{{\\mathit P}}$  ,   ${{\\mathit S}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit P}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T9A"
    },
    {
        "description": "G(B0 --> a a  ,  a --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit a}}$  ,   ${{\\mathit a}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P76"
    },
    {
        "description": "G(B0 --> pi0 lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T23"
    },
    {
        "description": "G(B0 --> pi0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T36"
    },
    {
        "description": "G(B0 --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T21"
    },
    {
        "description": "G(B0 --> pi0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T22"
    },
    {
        "description": "G(B0 --> eta lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042U01"
    },
    {
        "description": "G(B0 --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042U02"
    },
    {
        "description": "G(B0 --> eta mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042U03"
    },
    {
        "description": "G(B0 --> rho(770)0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A62"
    },
    {
        "description": "G(B0 --> omega e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A63"
    },
    {
        "description": "G(B0 --> omega mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A64"
    },
    {
        "description": "G(B0 --> omega lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A65"
    },
    {
        "description": "G(B0 --> K0 lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA1"
    },
    {
        "description": "G(B0 --> K0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R18"
    },
    {
        "description": "G(B0 --> K0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T37"
    },
    {
        "description": "G(B0 --> rho0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T38"
    },
    {
        "description": "G(B0 --> K0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R17"
    },
    {
        "description": "G(B0 --> K0 mu+ mu-)/G(B0 --> J/psi(1S) K0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}})$",
        "pdgId": "S042Q99"
    },
    {
        "description": "G(B0 --> K*(892)0 lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042RA2"
    },
    {
        "description": "G(B0 --> K*(892)0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R82"
    },
    {
        "description": "G(B0 --> K*(892)0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R69"
    },
    {
        "description": "G(B0 --> K*(892)0 mu+ mu-)/G(B0 --> J/psi(1S) K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042Q95"
    },
    {
        "description": "G(B0 --> K*(892)0 chi  ,  chi --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\chi}}$  ,   ${{\\mathit \\chi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C49"
    },
    {
        "description": "G(B0 --> K*(892)0 tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P89"
    },
    {
        "description": "G(B0 --> Dbar0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042A60"
    },
    {
        "description": "G(B0 --> pi+ pi- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042C36"
    },
    {
        "description": "G(B0 --> K*(892)0 nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S50"
    },
    {
        "description": "G(B0 --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S042SN1"
    },
    {
        "description": "G(B0 --> nu nubar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042SN2"
    },
    {
        "description": "G(B0 --> phi mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P71"
    },
    {
        "description": "G(B0 --> phi nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T39"
    },
    {
        "description": "G(B0 --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042R8"
    },
    {
        "description": "G(B0 --> pi0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T24"
    },
    {
        "description": "G(B0 --> K0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B24"
    },
    {
        "description": "G(B0 --> K*(892)0 e+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T03"
    },
    {
        "description": "G(B0 --> K*(892)0 e- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042T04"
    },
    {
        "description": "G(B0 --> K*(892)0 e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042B25"
    },
    {
        "description": "G(B0 --> K*(892)0 tau+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P86"
    },
    {
        "description": "G(B0 --> K*(892)0 tau- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P88"
    },
    {
        "description": "G(B0 --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S19"
    },
    {
        "description": "G(B0 --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042S20"
    },
    {
        "description": "G(B0 --> p mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042P84"
    },
    {
        "description": "G(B0 --> Lambda_c+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q92"
    },
    {
        "description": "G(B0 --> Lambda_c+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S042Q93"
    },
    {
        "description": "G(B0 --> [ K+ K- ]_D K*(892)0)/G(total)*B(B_s0 --> [ K+ K- ]_D K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042C25"
    },
    {
        "description": "G(B0 --> [ pi+ pi- ]_D K*(892)0)/G(total)*B(B_s0 --> [ pi+ pi- ]_D K*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S042C26"
    },
    {
        "description": "POLARIZATION IN B0 DECAY",
        "description_tex": "POLARIZATION IN ${{\\mathit B}^{0}}$ DECAY",
        "pdgId": "S042223"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> J/psi(1S) K*(892)0",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042P1"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> J/psi K*0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042PP0"
    },
    {
        "description": "phi((parallel)) in B0 --> J/psi K*0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042PP1"
    },
    {
        "description": "phi((perp)) in B0 --> J/psi K*0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042PP2"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> psi(2S) K*(892)0",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042P4"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> psi(2S) K*0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042GP0"
    },
    {
        "description": "phi((parallel)) in B0 --> psi(2S) K*0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042PP3"
    },
    {
        "description": "phi((perp)) in B0 --> psi(2S) K*0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042PP4"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> chi_c1 K*(892)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042GP1"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> chi_c1 K*(892)0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042GP2"
    },
    {
        "description": "phi((parallel)) in B0 --> chi_c1 K*(892)0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042PP5"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042A46"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- e+ nu_e",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S042A47"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- mu+ nu_mu",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S042A48"
    },
    {
        "description": "Delta(Gamma(L)/Gamma) in B0 --> D*- lepton+ nu_lepton",
        "description_tex": "$\\Delta (\\Gamma _{\\mathit L}/\\Gamma $) in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042A49"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- tau+ nu_tau",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S042A66"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D_s*+ D*-",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042P3"
    },
    {
        "description": "|H(+)| in B0 --> D_s*+ D*-",
        "description_tex": "$\\vert H_{+}\\vert $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042A39"
    },
    {
        "description": "|H(-)| in B0 --> D_s*+ D*-",
        "description_tex": "$\\vert H_{-}\\vert $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042A40"
    },
    {
        "description": "phi(+) in B0 --> D_s*+ D*-",
        "description_tex": "$\\phi _{+}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042A37"
    },
    {
        "description": "phi(-) in B0 --> D_s*+ D*-",
        "description_tex": "$\\phi _{&minus;}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042A38"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- rho+",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S042P2"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D_s*+ rho-",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042P02"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D_s*+ K*-",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit K}^{*-}}$",
        "pdgId": "S042P03"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*+ D*-",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042P7"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> D*+ D*-",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042DD"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> Dbar*0 omega",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\omega}}$",
        "pdgId": "S042DE0"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> Dbar_1(2430)0 omega",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2430)}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S042DE1"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> Dbar_1(2420)0 omega",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S042DE2"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> Dbar_2*(2460)0 omega",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S042DE3"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> D*- omega pi+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042P9"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> omega K*0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042P12"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> omega K*(892)0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A15"
    },
    {
        "description": "A(CP)**0 in B0 --> omega K*(892)0",
        "description_tex": "$\\mathit A{}^{0}_{\\mathit CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A16"
    },
    {
        "description": "A(CP)**(perp) in B0 --> omega K*(892)0",
        "description_tex": "$\\mathit A{}^{\\perp}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A17"
    },
    {
        "description": "A(CP)**(parallel) in B0 --> omega K*(892)0",
        "description_tex": "$\\mathit A{}^{\\parallel}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A18"
    },
    {
        "description": "phi(0) in B0 --> omega K*(892)0",
        "description_tex": "$\\phi _{0}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A22"
    },
    {
        "description": "phi((perp)) in B0 --> omega K*(892)0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A23"
    },
    {
        "description": "phi((parallel)) in B0 --> omega K*(892)0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042A24"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> omega K_2*(1430)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042P13"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> K*0 Kbar*0",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S042PP6"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> phi K*(892)0",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042P5"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> phi K*(892)0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q41"
    },
    {
        "description": "phi((parallel)) in B0 --> phi K*(892)0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q42"
    },
    {
        "description": "phi((perp)) in B0 --> phi K*(892)0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q43"
    },
    {
        "description": "delta(0)(B0 --> phi K*(892)0)",
        "description_tex": "$\\delta _{0}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042Q76"
    },
    {
        "description": "A(CP)**0 in B0 --> phi K*(892)0",
        "description_tex": "$\\mathit A{}^{0}_{\\mathit CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q44"
    },
    {
        "description": "A(CP)**(perp) in B0 --> phi K*(892)0",
        "description_tex": "$\\mathit A{}^{\\perp}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q45"
    },
    {
        "description": "Deltaphi((parallel)) in B0 --> phi K*(892)0",
        "description_tex": "$\\Delta \\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q46"
    },
    {
        "description": "Deltaphi((perp)) in B0 --> phi K*(892)0",
        "description_tex": "$\\Delta \\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042Q47"
    },
    {
        "description": "Deltadelta(0)(B0 --> phi K*(892)0)",
        "description_tex": "$\\Delta \\delta _{0}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042Q77"
    },
    {
        "description": "Deltaphi(00)(B0 --> phi K_0*(1430)0)",
        "description_tex": "$\\Delta \\phi _{00}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042Q79"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q67"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q68"
    },
    {
        "description": "phi((parallel)) in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q69"
    },
    {
        "description": "phi((perp)) in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q70"
    },
    {
        "description": "delta(0)(B0 --> phi K_2*(1430)0)",
        "description_tex": "$\\delta _{0}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042Q78"
    },
    {
        "description": "A(CP)**0 in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\mathit A{}^{0}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q80"
    },
    {
        "description": "A(CP)**(perp) in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\mathit A{}^{\\perp}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q8A"
    },
    {
        "description": "Deltaphi((parallel))(B0 --> phi K_2*(1430)0)",
        "description_tex": "$\\Delta \\phi _{\\parallel}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042Q81"
    },
    {
        "description": "Deltaphi((perp))(B0 --> phi K_2*(1430)0)",
        "description_tex": "$\\Delta \\phi _{\\perp}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042Q8B"
    },
    {
        "description": "Deltadelta(0) in B0 --> phi K_2*(1430)0",
        "description_tex": "$\\Delta \\delta _{0}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042Q82"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> K*(892)0 rho0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042P8"
    },
    {
        "description": "Gamma((perp))/Gamma in B0 --> K*(892)0 rho0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A14"
    },
    {
        "description": "A(CP)**0 in B0 --> K*(892)0 rho0",
        "description_tex": "$\\mathit A{}^{0}_{\\mathit CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A19"
    },
    {
        "description": "A(CP)**(perp) in B0 --> K*(892)0 rho0",
        "description_tex": "$\\mathit A{}^{\\perp}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A20"
    },
    {
        "description": "A(CP)**(parallel) in B0 --> K*(892)0 rho0",
        "description_tex": "$\\mathit A{}^{\\parallel}_{CP}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A21"
    },
    {
        "description": "phi(0) in B0 --> K*(892)0 rho0",
        "description_tex": "$\\phi _{0}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A25"
    },
    {
        "description": "phi((perp)) in B0 --> K*(892)0 rho0",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A26"
    },
    {
        "description": "phi((parallel)) in B0 --> K*(892)0 rho0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042A27"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> K*+ rho-",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042P15"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> rho+ rho-",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042P6"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> rho0 rho0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042P01"
    },
    {
        "description": "width(L)/Gamma in B0 --> omega omega",
        "description_tex": "${\\Gamma}_{{\\mathit L}}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "S042A53"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> a_1(1260)+ a_1(1260)-",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}$",
        "pdgId": "S042P06"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> p pbar K*(892)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042P10"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> Lambda Lambdabar K*(892)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042P14"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> K*(892)0 mu+ mu- (0.04 < q**2 < 6.0 GeV**2/c**4)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ (0.04 $&lt;$ q${}^{2}$ $&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A08"
    },
    {
        "description": "Gamma(L)/Gamma in B0 --> K*(892)0 e+ e- (at low q**2)",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S042P07"
    },
    {
        "description": "A(T)**(2) in B0 --> K*(892)0 e+ e- (at low q**2)",
        "description_tex": "A${}^{(2)}_{T}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S042P08"
    },
    {
        "description": "A(T)**Im in B0 --> K*(892)0 e+ e- (at low q**2)",
        "description_tex": "A${}^{Im}_{T}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S042P09"
    },
    {
        "description": "A(T)**Re in B0 --> K*(892)0 e+ e- (at low q**2)",
        "description_tex": "A${}^{Re}_{T}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S042P11"
    },
    {
        "description": "B0-Bbar0 MIXING PARAMETERS",
        "description_tex": "${{\\mathit B}^{0}}-{{\\overline{\\mathit B}}^{0}}$ MIXING PARAMETERS",
        "pdgId": "S042225"
    },
    {
        "description": "chi(d)",
        "description_tex": "$\\chi _{\\mathit d}$",
        "pdgId": "S042CHD"
    },
    {
        "description": "Deltamass(B0) = mass(B_H0)-mass(B_L0)",
        "description_tex": "$\\Delta {\\mathit m}_{{{\\mathit B}^{0}}}$ = ${\\mathit m}_{{{\\mathit B}_{{{H}}}^{0}}}-{\\mathit m}_{{{\\mathit B}_{{{L}}}^{0}}}$",
        "pdgId": "S042D"
    },
    {
        "description": "x(d) = Deltamass(B0)/Gamma(B0)",
        "description_tex": "$\\mathit x_{\\mathit d}$ = $\\Delta {\\mathit m}_{{{\\mathit B}^{0}}}/\\Gamma _{{{\\mathit B}^{0}}}$",
        "pdgId": "S042DG"
    },
    {
        "description": "Re(lambda(CP) / |lambda(CP)|) Re(z)",
        "description_tex": "Re$(\\lambda _{CP}$ $/$ $\\vert \\lambda _{CP}\\vert )$ Re(z)",
        "pdgId": "S042RZ1"
    },
    {
        "description": "DeltaGamma Re(z)",
        "description_tex": " $\\Delta \\Gamma $ Re(z)",
        "pdgId": "S042GRZ"
    },
    {
        "description": "Re(z)",
        "description_tex": "Re(z)",
        "pdgId": "S042RZ0"
    },
    {
        "description": "Im(z)",
        "description_tex": "Im(z)",
        "pdgId": "S042IZ1"
    },
    {
        "description": "CP VIOLATION PARAMETERS",
        "description_tex": "$\\mathit CP$ VIOLATION PARAMETERS",
        "pdgId": "S042229"
    },
    {
        "description": "Re(epsilon(B0))/(1+|epsilon(B0)|**2)",
        "description_tex": "Re($\\epsilon _{{{\\mathit B}^{0}}})/(1+\\vert \\epsilon _{{{\\mathit B}^{0}}}\\vert {}^{2}$)",
        "pdgId": "S042EPS"
    },
    {
        "description": "A(T/CP)",
        "description_tex": "$\\mathit A_{\\mathit T/CP}$",
        "pdgId": "S042Y3"
    },
    {
        "description": "A(CP)(B0 --> D*(2010)+ D-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$)",
        "pdgId": "S042AC4"
    },
    {
        "description": "A(CP)(B0 --> Dbar0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042A42"
    },
    {
        "description": "A(CP)(B0 --> [ K+ K- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042AD3"
    },
    {
        "description": "A(CP)(B0 --> [ K+ pi- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042AD4"
    },
    {
        "description": "A(CP)(B0 --> [ K+ pi- pi+ pi- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042A31"
    },
    {
        "description": "A(CP)(B0 --> [ K- pi+ ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042A32"
    },
    {
        "description": "A(CP)(B0 --> [ K- pi+ pi+ pi- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042A33"
    },
    {
        "description": "R_d+ = Gamma(B0 --> [ pi+ K- ]_D K*0) / Gamma(B0 --> [ pi- K+ ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{d}}}^{+}}$ = $\\Gamma ({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S042AD6"
    },
    {
        "description": "R_d- = Gamma(Bbar0 --> [ pi- K+ ]_D K*0) / Gamma(Bbar0 --> [ pi+ K- ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{d}}}^{-}}$ = $\\Gamma ({{\\overline{\\mathit B}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\overline{\\mathit B}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S042AD7"
    },
    {
        "description": "A(CP)(B0 --> [ pi+ pi- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042AD5"
    },
    {
        "description": "A(CP)(B0 --> [ pi+ pi- pi+ pi-  ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042A28"
    },
    {
        "description": "R_d+ = Gamma(B0 --> [ pi+ K-  pi+ pi-  ]_D K*0) / Gamma(B0 --> [ pi- K+ pi+ pi- ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{d}}}^{+}}$ = $\\Gamma ({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S042A29"
    },
    {
        "description": "R_d- = Gamma(Bbar0 --> [ pi- K+ pi+ pi-  ]_D K*0) / Gamma(Bbar0 --> [ pi+ K- pi+ pi- ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{d}}}^{-}}$ = $\\Gamma ({{\\overline{\\mathit B}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\overline{\\mathit B}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S042A30"
    },
    {
        "description": "A(CP) (B0 --> K+ pi-)",
        "description_tex": "$\\mathit A_{CP}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042ACP"
    },
    {
        "description": "A(CP)(B0 --> eta' K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042CP4"
    },
    {
        "description": "A(CP)(B0 --> eta' K_0*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042CT2"
    },
    {
        "description": "A(CP)(B0 --> eta' K_2*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042CT3"
    },
    {
        "description": "A(CP)(B0 --> eta K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042CP1"
    },
    {
        "description": "A(CP)(B0 --> eta K_0*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042AD1"
    },
    {
        "description": "A(CP)(B0 --> eta K_2*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042AD2"
    },
    {
        "description": "A(CP)(B0 --> b_1 K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042CQ2"
    },
    {
        "description": "A(CP)(B0 --> omega K*0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042CQ8"
    },
    {
        "description": "A(CP)(B0 --> omega (K pi)_0*0 )",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$)",
        "pdgId": "S042CR0"
    },
    {
        "description": "A(CP)(B0 --> omega K_2*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042CR1"
    },
    {
        "description": "A(CP)(B0 --> K+ pi- pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042AC7"
    },
    {
        "description": "A(CP)(B0 --> rho- K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042AC6"
    },
    {
        "description": "A(CP)(B0 --> rho(1450)- K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042CT4"
    },
    {
        "description": "A(CP)(B0 --> rho(1700)- K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042CT5"
    },
    {
        "description": "A(CP)(B0 --> K+ pi- pi0 nonresonant)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ nonresonant)",
        "pdgId": "S042CQ5"
    },
    {
        "description": "A(CP)(B0 --> K0 pi+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CQ9"
    },
    {
        "description": "A(CP)(B0 --> K*(892)+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042AC3"
    },
    {
        "description": "A(CP)(B0 --> (K pi)_0*+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CQ6"
    },
    {
        "description": "A(CP)(B0 --> K_2*(1430)+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042A09"
    },
    {
        "description": "A(CP)(B0 --> K*(1680)+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042A10"
    },
    {
        "description": "A(CP)(B0 --> f_0(980) K0S)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042A11"
    },
    {
        "description": "A(CP)(B0 --> (K pi)_0*0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CQ7"
    },
    {
        "description": "A(CP)(B0 --> K*0 pi0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CQ4"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 pi+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CP6"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 rho0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042AC9"
    },
    {
        "description": "A(CP)(B0 --> K*0 f_0(980))",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit f}_{{{0}}}{(980)}}$)",
        "pdgId": "S042AD0"
    },
    {
        "description": "A(CP)(B0 --> K*+ rho-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\rho}^{-}}$)",
        "pdgId": "S042CT6"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 K+ K-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S042CP7"
    },
    {
        "description": "A(CP)(B0 --> a_1- K+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042CQ1"
    },
    {
        "description": "A(CP)(B0 --> K0 K0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042CP5"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 phi)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\phi}}$)",
        "pdgId": "S042AC1"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 K- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042CP8"
    },
    {
        "description": "A(CP)(B0 --> phi (K pi)(0)***0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit K}}{{\\mathit \\pi}}){}^{*0}_{0}$)",
        "pdgId": "S042CP2"
    },
    {
        "description": "A(CP)(B0 --> phi K_2*(1430)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$)",
        "pdgId": "S042CP3"
    },
    {
        "description": "A(CP)(B0 --> K*(892)0 gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042AKG"
    },
    {
        "description": "A(CP)(B0 --> K_2*(1430)0 gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042AC8"
    },
    {
        "description": "A(CP)(B0 --> X_s gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042A12"
    },
    {
        "description": "A(CP)(B0 --> rho+ pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042AC5"
    },
    {
        "description": "A(CP)(B0 --> rho- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042AC0"
    },
    {
        "description": "A(CP)(B0 --> omega omega)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$)",
        "pdgId": "S042A54"
    },
    {
        "description": "A(CP)(B0 --> a_1(1260)+- pi-+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$)",
        "pdgId": "S042AAP"
    },
    {
        "description": "A(CP)(B0 --> b_1- pi+)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042CQ3"
    },
    {
        "description": "A(CP)(B0 --> p pbar K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042CQ0"
    },
    {
        "description": "A(CP)(B0 --> p Lambdabar pi-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CLP"
    },
    {
        "description": "A(CP)(B0 --> K*0 lepton+ lepton-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "S042CT1"
    },
    {
        "description": "A(CP)(B0 --> K*0 e+ e-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$)",
        "pdgId": "S042CU0"
    },
    {
        "description": "A(CP)(B0 --> K*0 mu+ mu-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)",
        "pdgId": "S042CU1"
    },
    {
        "description": "C(D*(2010)- D+) (B0 --> D*(2010)- D+)",
        "description_tex": "$\\mathit C_{{{\\mathit D}^{*}{(2010)}^{-}} {{\\mathit D}^{+}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}$)",
        "pdgId": "S042CPJ"
    },
    {
        "description": "S(D*(2010)- D+) (B0 --> D*(2010)- D+)",
        "description_tex": "$\\mathit S_{{{\\mathit D}^{*}{(2010)}^{-}} {{\\mathit D}^{+}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}$)",
        "pdgId": "S042SPJ"
    },
    {
        "description": "C(D*(2010)+ D-) (B0 --> D*(2010)+ D-)",
        "description_tex": "$\\mathit C_{{{\\mathit D}^{*}{(2010)}^{+}} {{\\mathit D}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$)",
        "pdgId": "S042CPK"
    },
    {
        "description": "S(D*(2010)+ D-) (B0 --> D*(2010)+ D-)",
        "description_tex": "$\\mathit S_{{{\\mathit D}^{*}{(2010)}^{+}} {{\\mathit D}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$)",
        "pdgId": "S042SPK"
    },
    {
        "description": "C(D*+ D*-) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit C_{{{\\mathit D}^{*+}} {{\\mathit D}^{*-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042LD1"
    },
    {
        "description": "S(D*+ D*-) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit S_{{{\\mathit D}^{*+}} {{\\mathit D}^{*-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042LD2"
    },
    {
        "description": "C(+) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit C_{+}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042CD+"
    },
    {
        "description": "S(+) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit S_{+}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042SD+"
    },
    {
        "description": "C(-) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit C_{-}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042CD-"
    },
    {
        "description": "S(-) (B0 --> D*+ D*-)",
        "description_tex": "$\\mathit S_{-}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$)",
        "pdgId": "S042SD-"
    },
    {
        "description": "C (B0 --> D*(2010)+ D*(2010)- K0S)",
        "description_tex": "$\\mathit C$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CDS"
    },
    {
        "description": "S (B0 --> D*(2010)+ D*(2010)- K0S)",
        "description_tex": "$\\mathit S$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SDS"
    },
    {
        "description": "C(D+ D-) (B0 --> D+ D-)",
        "description_tex": "$\\mathit C_{{{\\mathit D}^{+}} {{\\mathit D}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$)",
        "pdgId": "S042CPD"
    },
    {
        "description": "S(D+ D-) (B0 --> D+ D-)",
        "description_tex": "$\\mathit S_{{{\\mathit D}^{+}} {{\\mathit D}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$)",
        "pdgId": "S042SPD"
    },
    {
        "description": "C(J/psi(1S) pi0) (B0 --> J/psi(1S) pi0)",
        "description_tex": "$\\mathit C_{{{\\mathit J / \\psi}{(1S)}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CPL"
    },
    {
        "description": "S(J/psi(1S) pi0) (B0 --> J/psi(1S) pi0)",
        "description_tex": "$\\mathit S_{{{\\mathit J / \\psi}{(1S)}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042SPL"
    },
    {
        "description": "C(B0 --> J/psi(1S) rho0)",
        "description_tex": "$\\mathit C({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042CPR"
    },
    {
        "description": "S(B0 --> J/psi(1S) rho0)",
        "description_tex": "$\\mathit S({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042SPR"
    },
    {
        "description": "C(D_CP^(*) h0) (B0 --> D_CP^(*) h0)",
        "description_tex": "$\\mathit C_{{{\\mathit D}_{{{CP}}}^{(*)}} {{\\mathit h}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{CP}}}^{(*)}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042CDH"
    },
    {
        "description": "S(D_CP^(*) h0) (B0 --> D_CP^(*) h0)",
        "description_tex": "$\\mathit S_{{{\\mathit D}_{{{CP}}}^{(*)}} {{\\mathit h}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{CP}}}^{(*)}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042SDH"
    },
    {
        "description": "C(K0 pi0) (B0 --> K0 pi0)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{0}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CKP"
    },
    {
        "description": "S(K0 pi0) (B0 --> K0 pi0)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{0}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042SKP"
    },
    {
        "description": "C(eta'(958) K0S) (B0 --> eta'(958) K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit \\eta}^{\\,'}{(958)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042Y1"
    },
    {
        "description": "S(eta'(958) K0S) (B0 --> eta'(958) K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit \\eta}^{\\,'}{(958)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042Y2"
    },
    {
        "description": "C(eta' K0) (B0 --> eta' K0)",
        "description_tex": "$\\mathit C_{{{\\mathit \\eta}^{\\,'}} {{\\mathit K}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042CEK"
    },
    {
        "description": "S(eta' K0) (B0 --> eta' K0)",
        "description_tex": "$\\mathit S_{{{\\mathit \\eta}^{\\,'}} {{\\mathit K}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042SEK"
    },
    {
        "description": "C(omega K0S) (B0 --> omega K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit \\omega}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CW1"
    },
    {
        "description": "S(omega K0S) (B0 --> omega K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit \\omega}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SW1"
    },
    {
        "description": "C (B0 --> K0S pi0 pi0)",
        "description_tex": "$\\mathit C$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CK2"
    },
    {
        "description": "S (B0 --> K0S pi0 pi0)",
        "description_tex": "$\\mathit S$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042SK2"
    },
    {
        "description": "C(rho0 KS) (B0 --> rho0 KS)",
        "description_tex": "$\\mathit C_{{{\\mathit \\rho}^{0}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CX7"
    },
    {
        "description": "S(rho0 KS) (B0 --> rho0 KS)",
        "description_tex": "$\\mathit S_{{{\\mathit \\rho}^{0}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SX7"
    },
    {
        "description": "C(f_0(980) K0S) (B0 --> f_0(980) K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit f}_{{{0}}}{(980)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CF1"
    },
    {
        "description": "S(f_0(980) K0S) (B0 --> f_0(980) K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit f}_{{{0}}}{(980)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SF1"
    },
    {
        "description": "S(f_2(1270) K0S) (B0 --> f_2(1270) K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit f}_{{{2}}}{(1270)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SF2"
    },
    {
        "description": "C(f_2(1270) K0S) (B0 --> f_2(1270) K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit f}_{{{2}}}{(1270)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CF2"
    },
    {
        "description": "S(f_x(1300) K0S) (B0 --> f_x(1300) K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit f}_{{{x}}}{(1300)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{x}}}{(1300)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SF3"
    },
    {
        "description": "C(f_x(1300) K0S) (B0 --> f_x(1300) K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit f}_{{{x}}}{(1300)}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{x}}}{(1300)}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CF3"
    },
    {
        "description": "S(K0 pi+ pi-) (B0 --> K0 pi+ pi-  nonresonant)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{0}} {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant)",
        "pdgId": "S042SF4"
    },
    {
        "description": "C(K0 pi+ pi-) (B0 --> K0 pi+ pi-  nonresonant)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{0}} {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant)",
        "pdgId": "S042CF4"
    },
    {
        "description": "C(K0S K0S) (B0 --> K0S K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit K}_S^0}  {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ )",
        "pdgId": "S042CKS"
    },
    {
        "description": "S(K0S K0S) (B0 --> K0S K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit K}_S^0}  {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ )",
        "pdgId": "S042SKS"
    },
    {
        "description": "C(K+ K- K0S) (B0 --> K+ K- K0S nonresonant)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{+}} {{\\mathit K}^{-}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  nonresonant)",
        "pdgId": "S042CX2"
    },
    {
        "description": "S(K+ K- K0S) (B0 --> K+ K- K0S nonresonant)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{+}} {{\\mathit K}^{-}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  nonresonant)",
        "pdgId": "S042SX2"
    },
    {
        "description": "C(K+ K- K0S) (B0 --> K+ K- K0S inclusive)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{+}} {{\\mathit K}^{-}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  inclusive)",
        "pdgId": "S042CKK"
    },
    {
        "description": "S(K+ K- K0S) (B0 --> K+ K- K0S inclusive)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{+}} {{\\mathit K}^{-}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  inclusive)",
        "pdgId": "S042SKK"
    },
    {
        "description": "C(phi K0S) (B0 --> phi K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit \\phi}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CX1"
    },
    {
        "description": "S(phi K0S) (B0 --> phi K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit \\phi}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SX1"
    },
    {
        "description": "C(K_S K_S K_S)(B0 --> K_S K_S K_S)",
        "description_tex": "$\\mathit C_{{{\\mathit K}_{{{S}}}} {{\\mathit K}_{{{S}}}} {{\\mathit K}_{{{S}}}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{S}}}}{{\\mathit K}_{{{S}}}}{{\\mathit K}_{{{S}}}}$)",
        "pdgId": "S042CX5"
    },
    {
        "description": "S(K_S K_S K_S)(B0 --> K_S K_S K_S)",
        "description_tex": "$\\mathit S_{{{\\mathit K}_{{{S}}}} {{\\mathit K}_{{{S}}}} {{\\mathit K}_{{{S}}}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{S}}}}{{\\mathit K}_{{{S}}}}{{\\mathit K}_{{{S}}}}$)",
        "pdgId": "S042SX5"
    },
    {
        "description": "C(K0S pi0 gamma)(B0 --> K0S pi0 gamma)",
        "description_tex": "$\\mathit C_{{{\\mathit K}_S^0}  {{\\mathit \\pi}^{0}} {{\\mathit \\gamma}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CKG"
    },
    {
        "description": "S(K0S pi0 gamma)(B0 --> K0S pi0 gamma)",
        "description_tex": "$\\mathit S_{{{\\mathit K}_S^0}  {{\\mathit \\pi}^{0}} {{\\mathit \\gamma}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SKG"
    },
    {
        "description": "C(K0S pi+ pi- gamma)(B0 --> K0S pi+ pi- gamma)",
        "description_tex": "$\\mathit C_{{{\\mathit K}_S^0}  {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}} {{\\mathit \\gamma}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CK0"
    },
    {
        "description": "S(K0S pi+ pi- gamma)(B0 --> K0S pi+ pi- gamma)",
        "description_tex": "$\\mathit S_{{{\\mathit K}_S^0}  {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}} {{\\mathit \\gamma}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SK0"
    },
    {
        "description": "C(K*(892)0 gamma) (B0 --> K*(892)0 gamma)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{*}{(892)}^{0}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CX4"
    },
    {
        "description": "S(K*(892)0 gamma) (B0 --> K*(892)0 gamma)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{*}{(892)}^{0}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SX4"
    },
    {
        "description": "C(eta K0 gamma) (B0 --> eta K0 gamma)",
        "description_tex": "$\\mathit C_{{{\\mathit \\eta}} {{\\mathit K}^{0}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CEG"
    },
    {
        "description": "S(eta K0 gamma) (B0 --> eta K0 gamma)",
        "description_tex": "$\\mathit S_{{{\\mathit \\eta}} {{\\mathit K}^{0}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SEG"
    },
    {
        "description": "C(K0 phi gamma) (B0 --> K0 phi gamma)",
        "description_tex": "$\\mathit C_{{{\\mathit K}^{0}} {{\\mathit \\phi}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CPG"
    },
    {
        "description": "S(K0 phi gamma) (B0 --> K0 phi gamma)",
        "description_tex": "$\\mathit S_{{{\\mathit K}^{0}} {{\\mathit \\phi}} {{\\mathit \\gamma}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SPG"
    },
    {
        "description": "C(B0 --> K0S rho0 gamma)",
        "description_tex": "$\\mathit C({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CKR"
    },
    {
        "description": "S(B0 --> K0S rho0 gamma)",
        "description_tex": "$\\mathit S({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SKR"
    },
    {
        "description": "C (B0 --> rho0 gamma)",
        "description_tex": "$\\mathit C$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042CX8"
    },
    {
        "description": "S (B0 --> rho0 gamma)",
        "description_tex": "$\\mathit S$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S042SX8"
    },
    {
        "description": "C(pi pi) (B0 --> pi+ pi-)",
        "description_tex": "$\\mathit C_{{{\\mathit \\pi}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CPI"
    },
    {
        "description": "S(pi pi) (B0 --> pi+ pi-)",
        "description_tex": "$\\mathit S_{{{\\mathit \\pi}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042SPI"
    },
    {
        "description": "C(pi0 pi0)(B0 --> pi0 pi0)",
        "description_tex": "$\\mathit C_{{{\\mathit \\pi}^{0}} {{\\mathit \\pi}^{0}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CX6"
    },
    {
        "description": "C(rho pi) (B0 --> rho+ pi-)",
        "description_tex": "$\\mathit C_{{{\\mathit \\rho}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CRP"
    },
    {
        "description": "S(rho pi) (B0 --> rho+ pi-)",
        "description_tex": "$\\mathit S_{{{\\mathit \\rho}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042SRP"
    },
    {
        "description": "DeltaC(rho pi) (B0 --> rho+ pi-)",
        "description_tex": "$\\Delta \\mathit C_{{{\\mathit \\rho}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CDT"
    },
    {
        "description": "DeltaS(rho pi) (B0 --> rho+ pi-)",
        "description_tex": "$\\Delta \\mathit S_{{{\\mathit \\rho}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042SDT"
    },
    {
        "description": "C(rho0 pi0) (B0 --> rho0 pi0)",
        "description_tex": "$\\mathit C_{{{\\mathit \\rho}^{0}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042CRH"
    },
    {
        "description": "S(rho0 pi0) (B0 --> rho0 pi0)",
        "description_tex": "$\\mathit S_{{{\\mathit \\rho}^{0}} {{\\mathit \\pi}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "S042SRH"
    },
    {
        "description": "C(a_1 pi) (B0 --> a_1(1260)+ pi-)",
        "description_tex": "$\\mathit C_{{{\\mathit a}_{{{1}}}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CAP"
    },
    {
        "description": "S(a_1 pi) (B0 --> a_1(1260)+ pi-)",
        "description_tex": "$\\mathit S_{{{\\mathit a}_{{{1}}}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042SAP"
    },
    {
        "description": "DeltaC(a_1 pi) (B0 --> a_1(1260)+ pi-)",
        "description_tex": "$\\Delta \\mathit C_{{{\\mathit a}_{{{1}}}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042CDA"
    },
    {
        "description": "DeltaS(a_1 pi) (B0 --> a_1(1260)+ pi-)",
        "description_tex": "$\\Delta \\mathit S_{{{\\mathit a}_{{{1}}}} {{\\mathit \\pi}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042SDA"
    },
    {
        "description": "C (B0 --> b_1- K+)",
        "description_tex": "$\\mathit C$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit K}^{+}}$)",
        "pdgId": "S042CAQ"
    },
    {
        "description": "DeltaC (B0 --> b_1- pi+)",
        "description_tex": "$\\Delta \\mathit C$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042SDB"
    },
    {
        "description": "C(rho0rho0) (B0 --> rho0 rho0)",
        "description_tex": "$\\mathit C_{{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042CX9"
    },
    {
        "description": "S(rho0rho0) (B0 --> rho0 rho0)",
        "description_tex": "$\\mathit S_{{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042SX9"
    },
    {
        "description": "C(rho rho) (B0 --> rho+ rho-)",
        "description_tex": "$\\mathit C_{{{\\mathit \\rho}} {{\\mathit \\rho}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$)",
        "pdgId": "S042CRR"
    },
    {
        "description": "S(rho rho) (B0 --> rho+ rho-)",
        "description_tex": "$\\mathit S_{{{\\mathit \\rho}} {{\\mathit \\rho}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$)",
        "pdgId": "S042SRR"
    },
    {
        "description": "|lambda| (B0 --> J/psi K*(892)0)",
        "description_tex": "$\\vert \\lambda \\vert $ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042LD9"
    },
    {
        "description": "cos( 2beta) (B0 --> J/psi K*(892)0)",
        "description_tex": "cos $ 2\\beta $ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S042CJ1"
    },
    {
        "description": "cos( 2beta) (B0 --> [ K0S pi+ pi- ](D^(*)) h^0)",
        "description_tex": "cos $ 2\\beta $ (${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}^{(*)}}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042CJ2"
    },
    {
        "description": "(S(+) + S(-))/2 (B0 --> D*- pi+)",
        "description_tex": "(S$_{+}$ $+$ S$_{-})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042LD3"
    },
    {
        "description": "(S(-) - S(+))/2 (B0 --> D*- pi+)",
        "description_tex": "(S$_{-}$ $&minus;$ S$_{+})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042LD4"
    },
    {
        "description": "(S(+) + S(-))/2 (B0 --> D- pi+)",
        "description_tex": "(S$_{+}$ $+$ S$_{-})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042LD5"
    },
    {
        "description": "(S(-) - S(+))/2 (B0 --> D- pi+)",
        "description_tex": "(S$_{-}$ $&minus;$ S$_{+})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042LD6"
    },
    {
        "description": "S(+)  (B0 --> D- pi+)",
        "description_tex": "S$_{+}$  (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S042A06"
    },
    {
        "description": "S(-) (B0 --> D+ pi-)",
        "description_tex": "S$_{-}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042A07"
    },
    {
        "description": "(S(+) + S(-))/2 (B0 --> D- rho+)",
        "description_tex": "(S$_{+}$ $+$ S$_{-})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S042DR+"
    },
    {
        "description": "(S(-) - S(+))/2 (B0 --> D- rho+)",
        "description_tex": "(S$_{-}$ $&minus;$ S$_{+})/$2 (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}}$)",
        "pdgId": "S042DR-"
    },
    {
        "description": "C(eta_c KS) (B0 --> eta_c KS)",
        "description_tex": "$\\mathit C_{{{\\mathit \\eta}_{{{c}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CEC"
    },
    {
        "description": "S(eta_c KS) (B0 --> eta_c KS)",
        "description_tex": "$\\mathit S_{{{\\mathit \\eta}_{{{c}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SEC"
    },
    {
        "description": "C(c cbar K^(*)0) (B0 --> c cbar K^(*)0)",
        "description_tex": "$\\mathit C_{{{\\mathit c}} {{\\overline{\\mathit c}}} {{\\mathit K}^{(*)0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}{{\\mathit K}^{(*)0}}$)",
        "pdgId": "S042CCC"
    },
    {
        "description": "sin(2beta)",
        "description_tex": "sin$(2\\beta )$",
        "pdgId": "S042BET"
    },
    {
        "description": "C(J/psi(nS) K0) (B0 --> J/psi(nS) K0)",
        "description_tex": "$\\mathit C_{{{\\mathit J / \\psi}{(nS)}} {{\\mathit K}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(nS)}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042CJK"
    },
    {
        "description": "S(J/psi(nS) K0) (B0 --> J/psi(nS) K0)",
        "description_tex": "$\\mathit S_{{{\\mathit J / \\psi}{(nS)}} {{\\mathit K}^{0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(nS)}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042SJK"
    },
    {
        "description": "C(J/psi K*0) (B0 --> J/psi K*0)",
        "description_tex": "$\\mathit C_{{{\\mathit J / \\psi}} {{\\mathit K}^{*0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042CJS"
    },
    {
        "description": "S(J/psi K*0) (B0 --> J/psi K*0)",
        "description_tex": "$\\mathit S_{{{\\mathit J / \\psi}} {{\\mathit K}^{*0}}}$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042SJS"
    },
    {
        "description": "C(chi_c0 K0S) (B0 --> chi_c0 K0S)",
        "description_tex": "$\\mathit C_{{{\\mathit \\chi}_{{{c0}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CC2"
    },
    {
        "description": "S(chi_c0 K0S) (B0 --> chi_c0 K0S)",
        "description_tex": "$\\mathit S_{{{\\mathit \\chi}_{{{c0}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SC2"
    },
    {
        "description": "C(chi_c1 KS) (B0 --> chi_c1 KS)",
        "description_tex": "$\\mathit C_{{{\\mathit \\chi}_{{{c1}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042CC1"
    },
    {
        "description": "S(chi_c1 KS) (B0 --> chi_c1 KS)",
        "description_tex": "$\\mathit S_{{{\\mathit \\chi}_{{{c1}}}} {{\\mathit K}_S^0} }$ (${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042SC1"
    },
    {
        "description": "sin(2beta(eff))(B0 --> phi K0)",
        "description_tex": "sin$(2\\beta _{{\\mathrm {eff}}})({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{0}}$)",
        "pdgId": "S042BTF"
    },
    {
        "description": "sin(2beta(eff))(B0 --> phi K*_0(1430)0)",
        "description_tex": "sin$(2\\beta _{{\\mathrm {eff}}})({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}_{\\mathrm 0}{(1430)}^{0}}$)",
        "pdgId": "S042BFK"
    },
    {
        "description": "sin(2beta(eff))(B0 --> K+ K- K0S)",
        "description_tex": "sin$(2\\beta _{{\\mathrm {eff}}})({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S042BTK"
    },
    {
        "description": "sin(2beta(eff))(B0 --> [ K0S pi+ pi- ](D^(*)) h^0)",
        "description_tex": "sin$(2\\beta _{{\\mathrm {eff}}})({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}^{(*)}}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042BTM"
    },
    {
        "description": "beta(eff)(B0 --> [ K0S pi+ pi- ](D^(*)) h^0)",
        "description_tex": "$\\beta _{{\\mathrm {eff}}}({{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}^{(*)}}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042A01"
    },
    {
        "description": "2beta(eff)(B0 --> J/psi rho0)",
        "description_tex": "2$\\beta _{{\\mathrm {eff}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\rho}^{0}}$)",
        "pdgId": "S042BEF"
    },
    {
        "description": "|lambda| (B0 --> [ K0S pi+ pi- ](D^(*)) h^0)",
        "description_tex": "$\\vert \\lambda \\vert $ (${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{{{\\mathit D}^{(*)}}}{{\\mathit h}^{0}}$)",
        "pdgId": "S042LDH"
    },
    {
        "description": "|sin(2beta + gamma)|",
        "description_tex": "$\\vert $sin$(2\\beta $ + $\\gamma )\\vert $",
        "pdgId": "S042BGA"
    },
    {
        "description": "2 beta + gamma",
        "description_tex": "2 $\\beta $ + $\\gamma $",
        "pdgId": "S042BG0"
    },
    {
        "description": "alpha",
        "description_tex": "$\\alpha $",
        "pdgId": "S042ALP"
    },
    {
        "description": "CP VIOLATION PARAMETERS IN B0 --> D0 K^*()0 DECAY",
        "description_tex": "$\\mathit CP$ VIOLATION PARAMETERS IN ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*0}}$ DECAY",
        "pdgId": "S042330"
    },
    {
        "description": "x(+)(B0 --> D K*0)",
        "description_tex": "$\\mathit x_{+}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042XP"
    },
    {
        "description": "x(-)(B0 --> D K*0)",
        "description_tex": "$\\mathit x_{-}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042XM"
    },
    {
        "description": "y(+)(B0 --> D K*0)",
        "description_tex": "$\\mathit y_{+}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042YP"
    },
    {
        "description": "y(-)(B0 --> D K*0)",
        "description_tex": "$\\mathit y_{-}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042YM"
    },
    {
        "description": "r(B0)(B0 --> D K*0)",
        "description_tex": "$\\mathit r_{{{\\mathit B}^{0}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042AR"
    },
    {
        "description": "delta(B0)(B0 --> D K*0)",
        "description_tex": "$\\delta _{{{\\mathit B}^{0}}}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit K}^{*0}}$)",
        "pdgId": "S042A00"
    },
    {
        "description": "a(CP)(B0 --> p pbar K+ pi-)",
        "description_tex": "a$_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042A44"
    },
    {
        "description": "a(P)(B0 --> p pbar K+ pi-)",
        "description_tex": "a$_{P}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S042A45"
    },
    {
        "description": "T and CPT VIOLATION PARAMETERS",
        "description_tex": "$\\mathit T$ and $\\mathit CPT$ VIOLATION PARAMETERS",
        "pdgId": "S042235"
    },
    {
        "description": "DeltaS_T+ (S_mathit ell}^-,K(S)0}- - S_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{T}}}^{+}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVA"
    },
    {
        "description": "DeltaS_T- (S_mathit ell}^-,K(S)0}+ - S_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{T}}}^{-}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVB"
    },
    {
        "description": "DeltaC_T+ (C_mathit ell}^-,K(S)0}- - C_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{T}}}^{+}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVC"
    },
    {
        "description": "DeltaC_T- (C_mathit ell}^-,K(S)0}+ - C_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{T}}}^{-}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVD"
    },
    {
        "description": "DeltaS_CP+ (S_mathit ell}^-,K(S)0}+ - S_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{CP}}}^{+}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVE"
    },
    {
        "description": "DeltaS_CP- (S_mathit ell}^-,K(S)0}- - S_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{CP}}}^{-}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVF"
    },
    {
        "description": "DeltaC_CP+ (C_mathit ell}^-,K(S)0}+ - C_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{CP}}}^{+}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVG"
    },
    {
        "description": "DeltaC_CP- (C_mathit ell}^-,K(S)0}- - C_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{CP}}}^{-}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^-}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVH"
    },
    {
        "description": "DeltaS_CPT+ (S_mathit ell}^+,K(S)0}- - S_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{CPT}}}^{+}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVI"
    },
    {
        "description": "DeltaS_CPT- (S_mathit ell}^+,K(S)0}+ - S_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit S}_{{{CPT}}}^{-}}$ (${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit S}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVJ"
    },
    {
        "description": "DeltaC_CPT+ (C_mathit ell}^+,K(S)0}- - C_mathit ell}^+,K(S)0}+)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{CPT}}}^{+}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$)",
        "pdgId": "S042TVK"
    },
    {
        "description": "DeltaC_CPT- (C_mathit ell}^+,K(S)0}+ - C_mathit ell}^+,K(S)0}-)",
        "description_tex": "$\\Delta {{\\mathit C}_{{{CPT}}}^{-}}$ (${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{+}}$ $&minus;$ ${{\\mathit C}_{{{{{\\mathit \\ell}^+}},{{\\mathit K}_S^0} }}^{-}}$)",
        "pdgId": "S042TVL"
    },
    {
        "description": "Deltaa((parallel)) CPT parameter in B0 mixing",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}}_{\\parallel}$ CPT parameter in ${{\\mathit B}^{0}}$ mixing",
        "pdgId": "S042CT7"
    },
    {
        "description": "Deltaa((perp)) CPT parameter in B0 mixing",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}}_{\\perp}$ CPT parameter in ${{\\mathit B}^{0}}$ mixing",
        "pdgId": "S042CT8"
    },
    {
        "description": "Deltaa_X CPT parameter in B0 mixing",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}_{{{X}}}}$ CPT parameter in ${{\\mathit B}^{0}}$ mixing",
        "pdgId": "S042CTX"
    },
    {
        "description": "Deltaa_Y CPT parameter in B0 mixing",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}_{{{Y}}}}$ CPT parameter in ${{\\mathit B}^{0}}$ mixing",
        "pdgId": "S042CTY"
    },
    {
        "description": "B0 --> D^*()- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ FORM FACTORS",
        "pdgId": "S042250"
    },
    {
        "description": "B0 --> D*- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit B}^{0}}$  $\\rightarrow$ ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  FORM FACTORS",
        "pdgId": "S042RV"
    },
    {
        "description": "B0 --> D*- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit B}^{0}}$  $\\rightarrow$ ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  FORM FACTORS",
        "pdgId": "S042RA"
    },
    {
        "description": "B0 --> D*- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit B}^{0}}$  $\\rightarrow$ ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  FORM FACTORS",
        "pdgId": "S042RH"
    },
    {
        "description": "PARTIAL BRANCHING FRACTIONS IN B0 --> K^(*)()0 lepton+ lepton-",
        "description_tex": "PARTIAL BRANCHING FRACTIONS IN ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{(*)0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042240"
    },
    {
        "description": "B(B0 --> K*0 e+ e-) (0.0009 < q**2< 1.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.0009 $&lt;$ q${}^{2}&lt;$ 1.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBH"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (0.1 < q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB1"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB2"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB3"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB4"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB5"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (16.0  < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0  $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB6"
    },
    {
        "description": "B(B0 --> K*(892)0 lepton+ lepton-) (15.0 < q**2 < 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}$ $&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A02"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB7"
    },
    {
        "description": "B(B0 --> K*0 lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB8"
    },
    {
        "description": "B(B0 --> K*0 mu+ mu-)/B(B0 --> K*0 e+ e-) (0.045 < q**2< 1.1 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.045 $&lt;$ q${}^{2}&lt;$ 1.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A05"
    },
    {
        "description": "B(B0 --> K*0 mu+ mu-)/B(B0 --> K*0 e+ e-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A04"
    },
    {
        "description": "B(B0 --> K*0 mu+ mu-)/B(B0 --> K*0 e+ e-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/B({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A36"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PB9"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBA"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBB"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBC"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBD"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (q**2 > 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBE"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBF"
    },
    {
        "description": "B(B0 --> K0 mu+ mu-) / B(B0 --> K0 e+ e-) (1.0 < q**2 < 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.0 $&lt;$ q${}^{2}$ $&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A34"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBG"
    },
    {
        "description": "B(B0 --> K0 lepton+ lepton-) (15.0 < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBK"
    },
    {
        "description": "B(B0 --> K0 e+ e-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A41"
    },
    {
        "description": "B(B0 --> K_0,2*(1430)0 mu+ mu-) (1.10 < q**2< 6.00 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0,2}^*}}{(1430)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.10 $&lt;$ q${}^{2}&lt;$ 6.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042A03"
    },
    {
        "description": "F(H)(B0 --> K0 mu+ mu-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "F$_{H}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBI"
    },
    {
        "description": "F(H)(B0 --> K0 mu+ mu-) (15.0    < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "F$_{H}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0    $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S042PBJ"
    },
    {
        "description": "PRODUCTION ASYMMETRIES",
        "description_tex": "PRODUCTION ASYMMETRIES",
        "pdgId": "S042270"
    },
    {
        "description": "A(P)(B0)",
        "description_tex": "A$_{P}({{\\mathit B}^{0}}$)",
        "pdgId": "S042PAX"
    },
    {
        "description": "A(B0+Bbar0) in K0S K-+ pi+-",
        "description_tex": "$\\mathit A({{\\mathit B}^{0}}+{{\\overline{\\mathit B}}^{0}}$) in ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042A13"
    },
    {
        "description": "FORWARD-BACKWARD ASYMMETRIES",
        "description_tex": "FORWARD-BACKWARD ASYMMETRIES",
        "pdgId": "S042280"
    },
    {
        "description": "A(FB) in B0 --> D*- e+ nu_e",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S042A50"
    },
    {
        "description": "A(FB) in B0 --> D*- mu+ nu_mu",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S042A51"
    },
    {
        "description": "Delta(A(FB)) = (A(FB)**mu - A(FB)**e) in B0 --> D*- lepton+ nu_lepton",
        "description_tex": "$\\Delta (A_{FB}$) = (A${}^{{{\\mathit \\mu}}}_{FB}$ $&minus;$ A${}^{{{\\mathit e}}}_{FB}$) in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042A52"
    },
    {
        "description": "B0 --> lepton+ nu_lepton X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}}$",
        "pdgId": "S042.94"
    },
    {
        "description": "B0 --> e+ nu_e X_c",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}{{\\mathit X}_{{{c}}}}$",
        "pdgId": "S042.375"
    },
    {
        "description": "B0 --> lepton+ nu_lepton X_u",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}_{{{u}}}}$",
        "pdgId": "S042.612"
    },
    {
        "description": "B0 --> D lepton+ nu_lepton X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}}$",
        "pdgId": "S042.396"
    },
    {
        "description": "B0 --> D- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.37"
    },
    {
        "description": "B0 --> D- tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S042.416"
    },
    {
        "description": "B0 --> D^*(2010)- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.181"
    },
    {
        "description": "B0 --> D^*(2010)- e+ nu_e",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S042.625"
    },
    {
        "description": "B0 --> D^*(2010)- mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S042.626"
    },
    {
        "description": "B0 --> D^*(2010)- tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S042.390"
    },
    {
        "description": "B0 --> Dbar^(*)() n pi lepton+ nu_lepton (n >= 1)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{(*)}}$ n  ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ (n ${}\\geq{}$ 1)",
        "pdgId": "S042.423"
    },
    {
        "description": "B0 --> Dbar0 pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.311"
    },
    {
        "description": "B0 --> D_0^*(2300)- lepton+ nu_lepton , D_0^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.418"
    },
    {
        "description": "B0 --> D_2^*(2460)- lepton+ nu_lepton , D_2^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.419"
    },
    {
        "description": "B0 --> Dbar^*()0 pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.312"
    },
    {
        "description": "B0 --> D_1(2420)- lepton+ nu_lepton , D_1()- --> Dbar^*()0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.420"
    },
    {
        "description": "B0 --> D_1(2420)- lepton+ nu_lepton , D_1()- --> D- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.623"
    },
    {
        "description": "B0 --> D_1^'(2430)- lepton+ nu_lepton , D_1^'()- --> Dbar^*()0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{\\,'}{(2430)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{1}}}^{'-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.421"
    },
    {
        "description": "B0 --> D_2^*(2460)- lepton+ nu_lepton , D_2^*()- --> Dbar^*()0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.422"
    },
    {
        "description": "B0 --> D- pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.556"
    },
    {
        "description": "B0 --> D^*()- pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.557"
    },
    {
        "description": "B0 --> rho- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.95"
    },
    {
        "description": "B0 --> pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S042.150"
    },
    {
        "description": "B0 --> pi- mu+ nu_mu",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S042.83"
    },
    {
        "description": "B0 --> pi- tau+ nu_tau",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S042.548"
    },
    {
        "description": "B0 --> K+- X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit X}}$",
        "pdgId": "S042.151"
    },
    {
        "description": "B0 --> D0 X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "S042.290"
    },
    {
        "description": "B0 --> Dbar0 X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit X}}$",
        "pdgId": "S042.291"
    },
    {
        "description": "B0 --> D+ X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit X}}$",
        "pdgId": "S042.292"
    },
    {
        "description": "B0 --> D- X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit X}}$",
        "pdgId": "S042.293"
    },
    {
        "description": "B0 --> D_s()+ X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit X}}$",
        "pdgId": "S042.294"
    },
    {
        "description": "B0 --> D_s()- X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit X}}$",
        "pdgId": "S042.295"
    },
    {
        "description": "B0 --> Lambda_c()+ X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit X}}$",
        "pdgId": "S042.296"
    },
    {
        "description": "B0 --> Lambdabar_c()- X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit X}}$",
        "pdgId": "S042.297"
    },
    {
        "description": "B0 --> cbar X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}{{\\mathit X}}$",
        "pdgId": "S042.298"
    },
    {
        "description": "B0 --> c X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit c}}{{\\mathit X}}$",
        "pdgId": "S042.299"
    },
    {
        "description": "B0 --> cbar / c X",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}$  ${{\\mathit c}}{{\\mathit X}}$",
        "pdgId": "S042.300"
    },
    {
        "description": "B0 --> D- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.30"
    },
    {
        "description": "B0 --> D- rho+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S042.34"
    },
    {
        "description": "B0 --> D- K0 pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.313"
    },
    {
        "description": "B0 --> D- K^*(892)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S042.209"
    },
    {
        "description": "B0 --> D- omega pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.205"
    },
    {
        "description": "B0 --> D- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.201"
    },
    {
        "description": "B0 --> D- K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.508"
    },
    {
        "description": "B0 --> D- K+ Kbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S042.216"
    },
    {
        "description": "B0 --> D- K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S042.218"
    },
    {
        "description": "B0 --> Dbar0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.1"
    },
    {
        "description": "B0 --> D^*(2010)- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.2"
    },
    {
        "description": "B0 --> Dbar0 K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.507"
    },
    {
        "description": "B0 --> D- pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.88"
    },
    {
        "description": "B0 --> (D- pi+ pi+ pi-) nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) nonresonant",
        "pdgId": "S042.89"
    },
    {
        "description": "B0 --> D- pi+ rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.91"
    },
    {
        "description": "B0 --> D- a_1(1260)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S042.93"
    },
    {
        "description": "B0 --> D^*(2010)- pi+ pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.19"
    },
    {
        "description": "B0 --> D^*(2010)- rho+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S042.3"
    },
    {
        "description": "B0 --> D^*(2010)- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.202"
    },
    {
        "description": "B0 --> D^*(2010)- K0 pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.314"
    },
    {
        "description": "B0 --> D^*(2010)- K^*(892)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S042.210"
    },
    {
        "description": "B0 --> D^*(2010)- K+ Kbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S042.217"
    },
    {
        "description": "B0 --> D^*(2010)- K+ Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S042.219"
    },
    {
        "description": "B0 --> D^*(2010)- pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.20"
    },
    {
        "description": "B0 --> (D^*(2010)- pi+ pi+ pi-) nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ) nonresonant",
        "pdgId": "S042.90"
    },
    {
        "description": "B0 --> D^*(2010)- pi+ rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.92"
    },
    {
        "description": "B0 --> D^*(2010)- a_1(1260)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit a}_{{{1}}}{(1260)}^{+}}$",
        "pdgId": "S042.87"
    },
    {
        "description": "B0 --> Dbar_1(2420)0 pi- pi+ , Dbar_1()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.523"
    },
    {
        "description": "B0 --> D^*(2010)- K+ pi- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.524"
    },
    {
        "description": "B0 --> D^*(2010)- pi+ pi+ pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.67"
    },
    {
        "description": "B0 --> D^*()- 3pi+ 2pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}$3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.289"
    },
    {
        "description": "B0 --> D^*(2010)- omega pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.204"
    },
    {
        "description": "B0 --> Dbar_1(2430)0 omega , Dbar_1()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2430)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.361"
    },
    {
        "description": "B0 --> D^*()- rho(1450)+ , rho+ --> omega pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\rho}{(1450)}^{+}}$  ,   ${{\\mathit \\rho}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.558"
    },
    {
        "description": "B0 --> Dbar_1(2420)0 omega , Dbar_1()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.559"
    },
    {
        "description": "B0 --> Dbar_2^*(2460)0 omega , Dbar_2()0 --> D^*()- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\omega}}$  ,   ${{\\overline{\\mathit D}}_{{{2}}}^{0}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.560"
    },
    {
        "description": "B0 --> D^*()- b_1(1235)+ , b_1()+ --> omega pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit b}_{{{1}}}{(1235)}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.561"
    },
    {
        "description": "B0 --> Dbar^**()- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.357"
    },
    {
        "description": "B0 --> D_1(2420)- pi+ , D_1()- --> D- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.331"
    },
    {
        "description": "B0 --> D_1(2420)- pi+ , D_1()- --> D^*()- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.332"
    },
    {
        "description": "B0 --> Dbar_2^*(2460)- pi+ , D^*_2()- --> D0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 2}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.124"
    },
    {
        "description": "B0 --> Dbar_0^*(2400)- pi+ , D^*_0()- --> D0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{0}}}^{*}{(2400)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 0}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.385"
    },
    {
        "description": "B0 --> D^*_2(2460)- pi+ , D^*_2()- --> D^*()- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}_{\\mathrm 2}{(2460)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}^{*-}_{\\mathrm 2}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.333"
    },
    {
        "description": "B0 --> Dbar_2^*(2460)- rho+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S042.125"
    },
    {
        "description": "B0 --> D0 Dbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S042.350"
    },
    {
        "description": "B0 --> D^*()0 Dbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S042.351"
    },
    {
        "description": "B0 --> D- D+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}$",
        "pdgId": "S042.184"
    },
    {
        "description": "B0 --> D+- D^*()-+  (CP-averaged)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}{{\\mathit D}^{*\\mp}}$  ($\\mathit CP$-averaged)",
        "pdgId": "S042.511"
    },
    {
        "description": "B0 --> D- D_s()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S042.50"
    },
    {
        "description": "B0 --> Dbar0 D_s()+ pi-, m(Dbar0 pi-)>2.05 GeV",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$  ,  m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV",
        "pdgId": "S042.630"
    },
    {
        "description": "B0 --> D^*(2010)- D_s()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S042.49"
    },
    {
        "description": "B0 --> D^*(2010)- D_s()+ , D^*()- --> Dbar0 pi-, m(Dbar0 pi-)>2.05 GeV",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$  ,  m(${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}})&gt;$2.05 GeV",
        "pdgId": "S042.642"
    },
    {
        "description": "B0 --> D_2^*(2460)- D_s()+ , D_2^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.631"
    },
    {
        "description": "B0 --> D_1^*(2600)- D_s()+ , D_1^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2600)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.632"
    },
    {
        "description": "B0 --> D_3^*(2750)- D_s()+ , D_3^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{3}}}^{*}{(2750)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{3}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.633"
    },
    {
        "description": "B0 --> D_1^*(2760)- D_s()+ , D_1^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}^{*}{(2760)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{1}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.634"
    },
    {
        "description": "B0 --> D_J^*(3000)- D_s()+ , D_J^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{J}}}^{*}{(3000)}^{-}}{{\\mathit D}_{{{s}}}^{+}}$  ,   ${{\\mathit D}_{{{J}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.635"
    },
    {
        "description": "B0 --> T_c_s_0^*(2870)0 Dbar0 , T_c_s_0^*()0 --> D_s()+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c s 0}}}^{*}{(2870)}^{0}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit T}_{{{c s 0}}}^{*0}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.636"
    },
    {
        "description": "B0 --> D- D_s^*()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S042.103"
    },
    {
        "description": "B0 --> D^*(2010)- D_s^*()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S042.66"
    },
    {
        "description": "B0 --> D_s0(2317)- K+ , D_s0()- --> D_s()- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{s0}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.323"
    },
    {
        "description": "B0 --> D_s0(2317)- pi+ , D_s0()- --> D_s()- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s0}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.324"
    },
    {
        "description": "B0 --> D_sJ(2457)- K+ , D_sJ()- --> D_s()- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.325"
    },
    {
        "description": "B0 --> D_sJ(2457)- pi+ , D_sJ()- --> D_s()- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.326"
    },
    {
        "description": "B0 --> D_s()- D_s()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S042.316"
    },
    {
        "description": "B0 --> D_s^*()- D_s()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S042.317"
    },
    {
        "description": "B0 --> D_s^*()- D_s^*()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S042.318"
    },
    {
        "description": "B0 --> D_s0^*(2317)+ D- , D_s0^*()+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}^{*}{(2317)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{*+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.253"
    },
    {
        "description": "B0 --> D_s0(2317)+ D()- , D_s0()+ --> D_s^*()+ gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.304"
    },
    {
        "description": "B0 --> D_s0(2317)+ D^*(2010)- , D_s0()+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s0}}}{(2317)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$  ,   ${{\\mathit D}_{{{s0}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.97"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S042.254"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D()- , D_sJ()+ --> D_s()+ gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.99"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D()- , D_sJ()+ --> D_s^*()+ gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.301"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D()- , D_sJ()+ --> D_s()+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.302"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D()- , D_sJ()+ --> D_s()+ pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{-}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.303"
    },
    {
        "description": "B0 --> D^*(2010)- D_sJ(2457)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{sJ}}}{(2457)}^{+}}$",
        "pdgId": "S042.98"
    },
    {
        "description": "B0 --> D_sJ(2457)+ D^*(2010) , D_sJ()+ --> D_s()+ gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{sJ}}}{(2457)}^{+}}{{\\mathit D}^{*}{(2010)}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.100"
    },
    {
        "description": "B0 --> D- D_s1(2536)+ , D_s1()+ --> D^*()0 K+ + D^*()+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}{+}$  ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.489"
    },
    {
        "description": "B0 --> D- D_s1(2536)+ , D_s1()+ --> D^*()0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.271"
    },
    {
        "description": "B0 --> D- D_s1(2536)+ , D_s1()+ --> D^*()+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.391"
    },
    {
        "description": "B0 --> D^*(2010)- D_s1(2536)+ , D_s1()+ --> D^*()0 K+ + D^*()+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}{+}$  ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.490"
    },
    {
        "description": "B0 --> D^*(2010)- D_s1(2536)+ , D_s1()+ --> D^*()0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.272"
    },
    {
        "description": "B0 --> D^*()- D_s1(2536)+ , D_s1()+ --> D^*()+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.392"
    },
    {
        "description": "B0 --> D- D_sJ(2573)+ , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.273"
    },
    {
        "description": "B0 --> D^*(2010)- D_sJ(2573)+ , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}_{{{sJ}}}{(2573)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.274"
    },
    {
        "description": "B0 --> D- D_sJ(2700)+ , D_sJ()+ --> D0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}_{{{sJ}}}{(2700)}^{+}}$  ,   ${{\\mathit D}_{{{sJ}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.545"
    },
    {
        "description": "B0 --> D+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.488"
    },
    {
        "description": "B0 --> D_s()+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.51"
    },
    {
        "description": "B0 --> D_s^*()+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.108"
    },
    {
        "description": "B0 --> D_s()+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.110"
    },
    {
        "description": "B0 --> D_s^*()+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.111"
    },
    {
        "description": "B0 --> D_s()+ a_0()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{0}}}^{-}}$",
        "pdgId": "S042.352"
    },
    {
        "description": "B0 --> D_s^*()+ a_0()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{0}}}^{-}}$",
        "pdgId": "S042.353"
    },
    {
        "description": "B0 --> D_s()+ a_1(1260)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}$",
        "pdgId": "S042.112"
    },
    {
        "description": "B0 --> D_s^*()+ a_1(1260)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}$",
        "pdgId": "S042.113"
    },
    {
        "description": "B0 --> D_s()+ a_2()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit a}_{{{2}}}^{-}}$",
        "pdgId": "S042.354"
    },
    {
        "description": "B0 --> D_s^*()+ a_2()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit a}_{{{2}}}^{-}}$",
        "pdgId": "S042.355"
    },
    {
        "description": "B0 --> D_s()- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.52"
    },
    {
        "description": "B0 --> D_s^*()- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.120"
    },
    {
        "description": "B0 --> D_s1(2536)-+ K+- , D_s1()- --> Dbar^*(2007)0 K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\mp}}{{\\mathit K}^{\\pm}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.637"
    },
    {
        "description": "B0 --> D_s()- K^*(892)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S042.114"
    },
    {
        "description": "B0 --> D_s^*()- K^*(892)+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit K}^{*}{(892)}^{+}}$",
        "pdgId": "S042.115"
    },
    {
        "description": "B0 --> D_s()- pi+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.116"
    },
    {
        "description": "B0 --> D_s^*()- pi+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.117"
    },
    {
        "description": "B0 --> D_s()- K+ pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.512"
    },
    {
        "description": "B0 --> D_s()- pi+ K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.118"
    },
    {
        "description": "B0 --> D_s^*()- pi+ K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.119"
    },
    {
        "description": "B0 --> Dbar0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.242"
    },
    {
        "description": "B0 --> Dbar0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.319"
    },
    {
        "description": "B0 --> Dbar0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.243"
    },
    {
        "description": "B0 --> Dbar0 K^*(1410)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{*}{(1410)}^{0}}$",
        "pdgId": "S042.551"
    },
    {
        "description": "B0 --> Dbar0 K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.552"
    },
    {
        "description": "B0 --> Dbar0 K_2^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.553"
    },
    {
        "description": "B0 --> D_0^*(2300)- K+ , D_0^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{0}}}^{*}{(2300)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{0}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.554"
    },
    {
        "description": "B0 --> D_2^*(2460)- K+ , D_2^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{2}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.320"
    },
    {
        "description": "B0 --> D_3^*(2760)- K+ , D_3^*()- --> Dbar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{3}}}^{*}{(2760)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit D}_{{{3}}}^{*-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.555"
    },
    {
        "description": "B0 --> Dbar0 K+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S042.321"
    },
    {
        "description": "B0 --> [ K+ K- ](D) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.516"
    },
    {
        "description": "B0 --> [ pi+ pi- ](D) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.537"
    },
    {
        "description": "B0 --> [ pi+ K- ](D) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.597"
    },
    {
        "description": "B0 --> [ K+ pi- ](D) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.598"
    },
    {
        "description": "B0 --> [ pi+ pi- pi+ pi- ](D) K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$",
        "pdgId": "S042.596"
    },
    {
        "description": "B0 --> [ pi+ K- pi+ pi- ](D) K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$",
        "pdgId": "S042.599"
    },
    {
        "description": "B0 --> [ K+ pi- pi+ pi- ](D) K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$",
        "pdgId": "S042.600"
    },
    {
        "description": "B0 --> Dbar0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.128"
    },
    {
        "description": "B0 --> Dbar0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.35"
    },
    {
        "description": "B0 --> Dbar0 f_2",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit f}_{{{2}}}}$",
        "pdgId": "S042.386"
    },
    {
        "description": "B0 --> Dbar0 eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S042.129"
    },
    {
        "description": "B0 --> Dbar0 eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.130"
    },
    {
        "description": "B0 --> Dbar0 omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S042.131"
    },
    {
        "description": "B0 --> Dbar0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.638"
    },
    {
        "description": "B0 --> D0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.322"
    },
    {
        "description": "B0 --> D0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.246"
    },
    {
        "description": "B0 --> Dbar^*()0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.187"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.132"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.133"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "S042.134"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.135"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.239"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.613"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.244"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.245"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.641"
    },
    {
        "description": "B0 --> D^*(2007)0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.247"
    },
    {
        "description": "B0 --> D^*(2007)0 pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.195"
    },
    {
        "description": "B0 --> D^*(2010)+ D^*(2010)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "S042.154"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit \\omega}}$",
        "pdgId": "S042.136"
    },
    {
        "description": "B0 --> D^*(2010)+ D-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S042.155"
    },
    {
        "description": "B0 --> D^*(2007)0 Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S042.185"
    },
    {
        "description": "B0 --> D- D0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.260"
    },
    {
        "description": "B0 --> D- D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.261"
    },
    {
        "description": "B0 --> D^*(2010)- D0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.262"
    },
    {
        "description": "B0 --> D^*(2010)- D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.263"
    },
    {
        "description": "B0 --> D- D+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.264"
    },
    {
        "description": "B0 --> D^*(2010)- D+ K0 + D- D^*(2010)+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{+}}{{\\mathit K}^{0}}{+}$  ${{\\mathit D}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.265"
    },
    {
        "description": "B0 --> D^*(2010)- D^*(2010)+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.266"
    },
    {
        "description": "B0 --> D^*()- D_s1(2536)+ , D_s1()+ --> D^*()+ K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s1}}}{(2536)}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{+}}$  $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.366"
    },
    {
        "description": "B0 --> Dbar0 D0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.267"
    },
    {
        "description": "B0 --> D0 Dbar()0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.609"
    },
    {
        "description": "B0 --> Dbar0 D^*(2007)0 K0 + Dbar^*(2007)0 D0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{0}}{+}$  ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.268"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 D^*(2007)0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.269"
    },
    {
        "description": "B0 --> ( Dbar + Dbar^* )( D + D^* ) K",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   (  ${{\\overline{\\mathit D}}}$ +  ${{\\overline{\\mathit D}}^{*}}$ )(  ${{\\mathit D}}$ +  ${{\\mathit D}^{*}}$ )  ${{\\mathit K}}$",
        "pdgId": "S042.270"
    },
    {
        "description": "B0 --> eta_c K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.189"
    },
    {
        "description": "B0 --> eta_c(1S) K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.574"
    },
    {
        "description": "B0 --> eta_c(1S) K+ pi-  (NR)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  (NR)",
        "pdgId": "S042.579"
    },
    {
        "description": "B0 --> T_c_cbar(4100)- K+ , T_c_cbar()- --> eta_c pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.585"
    },
    {
        "description": "B0 --> eta_c(1S) K^*(1410)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{*}{(1410)}^{0}}$",
        "pdgId": "S042.578"
    },
    {
        "description": "B0 --> eta_c(1S) K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.580"
    },
    {
        "description": "B0 --> eta_c(1S) K_2^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.581"
    },
    {
        "description": "B0 --> eta_c(1S) K^*(1680)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}^{*}{(1680)}^{0}}$",
        "pdgId": "S042.582"
    },
    {
        "description": "B0 --> eta_c(1S) K_0^*(1950)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit K}_{{{0}}}^{*}{(1950)}^{0}}$",
        "pdgId": "S042.583"
    },
    {
        "description": "B0 --> eta_c K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.240"
    },
    {
        "description": "B0 --> eta_c(2S) K0S , eta_c --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.593"
    },
    {
        "description": "B0 --> eta_c(2S) K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042.436"
    },
    {
        "description": "B0 --> h_c(1P) K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}_S^0}$",
        "pdgId": "S042.592"
    },
    {
        "description": "B0 --> h_c(1P) K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042.437"
    },
    {
        "description": "B0 --> J/psi(1S) K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.23"
    },
    {
        "description": "B0 --> J/psi(1S) K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.4"
    },
    {
        "description": "B0 --> J/psi(1S) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.22"
    },
    {
        "description": "B0 --> J/psi(1S) eta K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}{{\\mathit K}_S^0}$",
        "pdgId": "S042.278"
    },
    {
        "description": "B0 --> J/psi(1S) eta^' K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}_S^0}$",
        "pdgId": "S042.384"
    },
    {
        "description": "B0 --> J/psi(1S) phi K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.194"
    },
    {
        "description": "B0 --> J/psi(1S) omega K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.440"
    },
    {
        "description": "B0 --> chi_c0(3915) , chi_c0() --> J/psi omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}}$",
        "pdgId": "S042.485"
    },
    {
        "description": "B0 --> J/psi(1S) K(1270)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}{(1270)}^{0}}$",
        "pdgId": "S042.203"
    },
    {
        "description": "B0 --> J/psi(1S) pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.140"
    },
    {
        "description": "B0 --> J/psi(1S) eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "S042.153"
    },
    {
        "description": "B0 --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.241"
    },
    {
        "description": "B0 --> J/psi(1S) pi+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S042.387"
    },
    {
        "description": "B0 --> J/psi(1S) f_0(500) , f_0() --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.513"
    },
    {
        "description": "B0 --> J/psi(1S) f_2",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}}$",
        "pdgId": "S042.388"
    },
    {
        "description": "B0 --> J/psi(1S) rho()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.148"
    },
    {
        "description": "B0 --> J/psi(1S) f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.514"
    },
    {
        "description": "B0 --> J/psi(1S) rho(1450)0 , rho()0 --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}{(1450)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.515"
    },
    {
        "description": "B0 --> J/psi rho(1700)0 , rho()0 --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\rho}{(1700)}^{0}}$  ,   ${{\\mathit \\rho}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.539"
    },
    {
        "description": "B0 --> J/psi(1S) omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\omega}}$",
        "pdgId": "S042.149"
    },
    {
        "description": "B0 --> J/psi(1S) K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.525"
    },
    {
        "description": "B0 --> J/psi(1S) a_0(980) , a_0() --> K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{0}}}{(980)}}$  ,   ${{\\mathit a}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.526"
    },
    {
        "description": "B0 --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S042.249"
    },
    {
        "description": "B0 --> J/psi(1S) eta^'(958)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S042.250"
    },
    {
        "description": "B0 --> J/psi(1S) K0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.211"
    },
    {
        "description": "B0 --> J/psi(1S) K0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "S042.535"
    },
    {
        "description": "B0 --> J/psi(1S) K0 K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.532"
    },
    {
        "description": "B0 --> J/psi(1S) K0 K+- pi-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S042.533"
    },
    {
        "description": "B0 --> J/psi(1S) K0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.212"
    },
    {
        "description": "B0 --> J/psi(1S) K^*(892)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.213"
    },
    {
        "description": "B0 --> J/psi(1S) pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.530"
    },
    {
        "description": "B0 --> J/psi(1S) f_1(1285)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "S042.531"
    },
    {
        "description": "B0 --> J/psi(1S) K^*(892)0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.214"
    },
    {
        "description": "B0 --> eta_c2(1D) K0S , eta_c2 --> h_c gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit K}_S^0}$   ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.603"
    },
    {
        "description": "B0 --> eta_c2(1D) pi- K+ , eta_c2 --> h_c gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c2}}}{(1D)}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\eta}_{{{c2}}}}$  $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.604"
    },
    {
        "description": "B0 --> chi_c1(3872)- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.330"
    },
    {
        "description": "B0 --> chi_c1(3872)- K+ , chi_c1(3872)- --> J/psi(1S) pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit \\chi}_{{{c1}}}{(3872)}^{-}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.308"
    },
    {
        "description": "B0 --> chi_c1(3872) K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.605"
    },
    {
        "description": "B0 --> chi_c1(3872) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.606"
    },
    {
        "description": "B0 --> chi_c1(3872) K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.607"
    },
    {
        "description": "B0 --> chi_c1(3872) gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.608"
    },
    {
        "description": "B0 --> T_c_cbar_1(4430)+- K-+ , T_c_cbar_1()+- --> psi(2S) pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.438"
    },
    {
        "description": "B0 --> T_c_cbar_1(4430)+- K-+ , T_c_cbar_1()+- --> J/psi pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.450"
    },
    {
        "description": "B0 --> T_c_cbar_1(3900)+- K-+ , T_c_cbar_1()+- --> J/psi pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.563"
    },
    {
        "description": "B0 --> T_c_cbar_1(4200)+- K-+ , T_c_cbar_1()+- --> J/psi pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.564"
    },
    {
        "description": "B0 --> J/psi(1S) p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.248"
    },
    {
        "description": "B0 --> J/psi(1S) gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.279"
    },
    {
        "description": "B0 --> J/psi mu+ mu- , J/psi --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.620"
    },
    {
        "description": "B0 --> J/psi(1S) Dbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S042.306"
    },
    {
        "description": "B0 --> psi(2S) pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.549"
    },
    {
        "description": "B0 --> psi(2S) K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.68"
    },
    {
        "description": "B0 --> psi(2S) K0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.615"
    },
    {
        "description": "B0 --> psi(3770) K0 , psi --> Dbar0 D0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$",
        "pdgId": "S042.393"
    },
    {
        "description": "B0 --> psi(3770) K0 , psi() --> D- D+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{+}}$",
        "pdgId": "S042.394"
    },
    {
        "description": "B0 --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.527"
    },
    {
        "description": "B0 --> psi(2S) K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.70"
    },
    {
        "description": "B0 --> psi(2S) K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.69"
    },
    {
        "description": "B0 --> chi_c0() K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.190"
    },
    {
        "description": "B0 --> chi_c0() K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.327"
    },
    {
        "description": "B0 --> chi_c1 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.444"
    },
    {
        "description": "B0 --> chi_c1 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.126"
    },
    {
        "description": "B0 --> chi_c1 pi- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.441"
    },
    {
        "description": "B0 --> chi_c1 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.127"
    },
    {
        "description": "B0 --> T_c_cbar(4050)- K+ , T_c_cbar()- --> chi_c1 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.442"
    },
    {
        "description": "B0 --> T_c_cbar(4250)- K+ , T_c_cbar()- --> chi_c1 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.443"
    },
    {
        "description": "B0 --> chi_c1 pi+ pi- K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.565"
    },
    {
        "description": "B0 --> chi_c1 pi- pi0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.566"
    },
    {
        "description": "B0 --> chi_c2 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.328"
    },
    {
        "description": "B0 --> chi_c2 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.329"
    },
    {
        "description": "B0 --> chi_c2 pi- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.568"
    },
    {
        "description": "B0 --> chi_c2 pi+ pi- K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.569"
    },
    {
        "description": "B0 --> chi_c2 pi- pi0 K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.567"
    },
    {
        "description": "B0 --> psi(4660) K0 , psi --> Lambda_c()+ Lambda_c()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4660)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}$",
        "pdgId": "S042.576"
    },
    {
        "description": "B0 --> psi(4230)0 K0 , psi0 --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit \\psi}^{0}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.590"
    },
    {
        "description": "B0 --> K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.10"
    },
    {
        "description": "B0 --> K0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.144"
    },
    {
        "description": "B0 --> eta^' K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.163"
    },
    {
        "description": "B0 --> eta^' K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.164"
    },
    {
        "description": "B0 --> eta^' K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.474"
    },
    {
        "description": "B0 --> eta^' K_2^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.475"
    },
    {
        "description": "B0 --> eta K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.166"
    },
    {
        "description": "B0 --> eta K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.165"
    },
    {
        "description": "B0 --> eta K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.343"
    },
    {
        "description": "B0 --> eta K_2^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.344"
    },
    {
        "description": "B0 --> omega K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.172"
    },
    {
        "description": "B0 --> a_0(980)0 K0 , a_0()0 --> eta pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit a}_{{{0}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.288"
    },
    {
        "description": "B0 --> b_1()0 K0 , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.430"
    },
    {
        "description": "B0 --> a_0(980)+- K-+ , a_0()+- --> eta pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.287"
    },
    {
        "description": "B0 --> b_1()- K+ , b_1()- --> omega pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit K}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.410"
    },
    {
        "description": "B0 --> b_1()0 K^*()0 , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit K}^{*0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.465"
    },
    {
        "description": "B0 --> b_1()- K^*()+ , b_1()- --> omega pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit K}^{*+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.466"
    },
    {
        "description": "B0 --> a_0(1450)+- K-+ , a_0()+- --> eta pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{\\pm}}{{\\mathit K}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.378"
    },
    {
        "description": "B0 --> K0S X0 (Familon)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit X}^{0}}$ (Familon)",
        "pdgId": "S042.208"
    },
    {
        "description": "B0 --> omega K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.173"
    },
    {
        "description": "B0 --> omega (K pi)_{0}^*()",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$",
        "pdgId": "S042.447"
    },
    {
        "description": "B0 --> omega K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.448"
    },
    {
        "description": "B0 --> omega K_2^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.449"
    },
    {
        "description": "B0 --> omega K+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S042.446"
    },
    {
        "description": "B0 --> K+ pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.229"
    },
    {
        "description": "B0 --> K+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.145"
    },
    {
        "description": "B0 --> K+ rho(1450)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1450)}^{-}}$",
        "pdgId": "S042.424"
    },
    {
        "description": "B0 --> K+ rho(1700)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\rho}{(1700)}^{-}}$",
        "pdgId": "S042.425"
    },
    {
        "description": "B0 --> (K+ pi- pi0) nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   (${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ ) nonresonant",
        "pdgId": "S042.282"
    },
    {
        "description": "B0 --> (K pi)_{0}^*() pi- , (K pi)_{0}^*() --> K+ pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{-}}$  ,   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$ $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.426"
    },
    {
        "description": "B0 --> (K pi)_{0}^*() pi0 , (K pi)_{0}^*() --> K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$  ${{\\mathit \\pi}^{0}}$  ,   ${({\\mathit K}{\\mathit \\pi})_{{0}}^{*}}$ $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.427"
    },
    {
        "description": "B0 --> K_2^*(1430)0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.428"
    },
    {
        "description": "B0 --> K^*(1680)0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.429"
    },
    {
        "description": "B0 --> K_x^*()0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{x}}}^{*0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.280"
    },
    {
        "description": "B0 --> K0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.80"
    },
    {
        "description": "B0 --> K0 pi+ pi- nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ nonresonant",
        "pdgId": "S042.367"
    },
    {
        "description": "B0 --> K0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.12"
    },
    {
        "description": "B0 --> K^*(892)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.11"
    },
    {
        "description": "B0 --> K_0^*(1430)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.368"
    },
    {
        "description": "B0 --> K_x^*()+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{x}}}^{*+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.281"
    },
    {
        "description": "B0 --> K^*(1410)+ pi- , K^*()+ --> K0 pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit K}^{*+}}$  $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.369"
    },
    {
        "description": "B0 --> (K pi)(0)***+ pi- , (K pi)(0)***+ --> K0 pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$  ( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*+}_{0}$  ${{\\mathit \\pi}^{-}}$  ,  ( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*+}_{0}$ $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.589"
    },
    {
        "description": "B0 --> f_0(980) K0 , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.372"
    },
    {
        "description": "B0 --> K0 f_0(500)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(500)}}$",
        "pdgId": "S042.587"
    },
    {
        "description": "B0 --> K0 f_0(1500)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "S042.586"
    },
    {
        "description": "B0 --> f_2(1270) K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.373"
    },
    {
        "description": "B0 --> f_x(1300) K0, f_x() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{x}}}{(1300)}}{{\\mathit K}^{0}}$ ,   ${{\\mathit f}_{{{x}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.473"
    },
    {
        "description": "B0 --> K^*(892)0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.146"
    },
    {
        "description": "B0 --> K_2^*(1430)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.72"
    },
    {
        "description": "B0 --> K^*(1680)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.370"
    },
    {
        "description": "B0 --> K+ pi- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.143"
    },
    {
        "description": "B0 --> rho0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.461"
    },
    {
        "description": "B0 --> f_0(980) K+ pi- , f_0() --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.462"
    },
    {
        "description": "B0 --> K+ pi- pi+ pi-  nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant",
        "pdgId": "S042.464"
    },
    {
        "description": "B0 --> K^*(892)0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.84"
    },
    {
        "description": "B0 --> K^*(892)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.15"
    },
    {
        "description": "B0 --> K^*(892)0 f_0(980) , f_0() --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.45"
    },
    {
        "description": "B0 --> K_1(1270)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.472"
    },
    {
        "description": "B0 --> K_1(1400)+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.86"
    },
    {
        "description": "B0 --> a_1(1260)- K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.142"
    },
    {
        "description": "B0 --> K^*(892)+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.342"
    },
    {
        "description": "B0 --> K_0^*(1430)+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.501"
    },
    {
        "description": "B0 --> K_1(1400)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.73"
    },
    {
        "description": "B0 --> K_0^*(1430)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.498"
    },
    {
        "description": "B0 --> K_0^*(1430)0 f_0(980) , f_0() --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.499"
    },
    {
        "description": "B0 --> K_2^*(1430)0 f_0(980) , f_0() --> pi pi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "S042.500"
    },
    {
        "description": "B0 --> K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.106"
    },
    {
        "description": "B0 --> K0 Kbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S042.162"
    },
    {
        "description": "B0 --> K0 K- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.228"
    },
    {
        "description": "B0 --> K^*(892)+- K-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "S042.538"
    },
    {
        "description": "B0 --> Kbar^*()0 K0 + K^*()0 Kbar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*0}}{{\\mathit K}^{0}}{+}$  ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S042.341"
    },
    {
        "description": "B0 --> K+ K- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.230"
    },
    {
        "description": "B0 --> K0S K0S pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.458"
    },
    {
        "description": "B0 --> K0S K0S eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "S042.459"
    },
    {
        "description": "B0 --> K0S K0S eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.460"
    },
    {
        "description": "B0 --> K0 K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.81"
    },
    {
        "description": "B0 --> K0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.13"
    },
    {
        "description": "B0 --> f_0(980) K0 , f_0() --> K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.502"
    },
    {
        "description": "B0 --> f_0(1500) K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.503"
    },
    {
        "description": "B0 --> f_2^'(1525)0 K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.504"
    },
    {
        "description": "B0 --> f_0(1710) K0 , f_0() --> K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.505"
    },
    {
        "description": "B0 --> K0 K+ K-  nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  nonresonant",
        "pdgId": "S042.506"
    },
    {
        "description": "B0 --> K0S K0S K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.255"
    },
    {
        "description": "B0 --> f_0(980) K0 , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.494"
    },
    {
        "description": "B0 --> f_0(1710) K0 , f_0() --> K0S K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.495"
    },
    {
        "description": "B0 --> f_2(2010) K0 , f_2() --> K0S K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(2010)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.496"
    },
    {
        "description": "B0 --> K0S K0S K0S  nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$   nonresonant",
        "pdgId": "S042.497"
    },
    {
        "description": "B0 --> K0S K0S K0L",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$",
        "pdgId": "S042.339"
    },
    {
        "description": "B0 --> K^*(892)0 K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.85"
    },
    {
        "description": "B0 --> K^*(892)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.14"
    },
    {
        "description": "B0 --> K+ K- pi+ pi-  nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  nonresonant",
        "pdgId": "S042.476"
    },
    {
        "description": "B0 --> K^*(892)0 K- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.402"
    },
    {
        "description": "B0 --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S042.188"
    },
    {
        "description": "B0 --> K+ K+ pi- pi-  nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$  nonresonant",
        "pdgId": "S042.480"
    },
    {
        "description": "B0 --> K^*(892)0 K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.403"
    },
    {
        "description": "B0 --> K^*(892)0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.206"
    },
    {
        "description": "B0 --> K^*(892)+ K^*(892)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$",
        "pdgId": "S042.207"
    },
    {
        "description": "B0 --> K_1(1400)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.75"
    },
    {
        "description": "B0 --> phi (K pi)(0)***0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*0}_{0}$",
        "pdgId": "S042.346"
    },
    {
        "description": "B0 --> phi (K pi)(0)***0 (1.60<mass(K pi)<2.15)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}$( ${{\\mathit K}}{{\\mathit \\pi}}$) ${}^{*0}_{0}$  (1.60$&lt;{\\mathit m}_{{{\\mathit K}} {{\\mathit \\pi}}}&lt;$2.15)",
        "pdgId": "S042.397"
    },
    {
        "description": "B0 --> K_0^*(1430)0 K- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.477"
    },
    {
        "description": "B0 --> K_0^*(1430)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S042.478"
    },
    {
        "description": "B0 --> K_0^*(1430)0 Kbar_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.479"
    },
    {
        "description": "B0 --> K_0^*(1430)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.305"
    },
    {
        "description": "B0 --> K_0^*(1430)0 K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.481"
    },
    {
        "description": "B0 --> K_0^*(1430)0 K_0^*(1430)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S042.482"
    },
    {
        "description": "B0 --> K^*(1680)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.398"
    },
    {
        "description": "B0 --> K^*(1780)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1780)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.399"
    },
    {
        "description": "B0 --> K^*(2045)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(2045)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.400"
    },
    {
        "description": "B0 --> K_2^*(1430)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.74"
    },
    {
        "description": "B0 --> K_2^*(1430)0 phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S042.76"
    },
    {
        "description": "B0 --> K0 phi phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S042.345"
    },
    {
        "description": "B0 --> eta^'() eta^'() K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.338"
    },
    {
        "description": "B0 --> eta K0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.309"
    },
    {
        "description": "B0 --> eta^'() K0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.337"
    },
    {
        "description": "B0 --> K0 phi gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.283"
    },
    {
        "description": "B0 --> K+ pi- gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.231"
    },
    {
        "description": "B0 --> K^*(892)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.16"
    },
    {
        "description": "B0 --> K^*(1410) gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.233"
    },
    {
        "description": "B0 --> K+ pi- gamma nonresonant",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$ nonresonant",
        "pdgId": "S042.234"
    },
    {
        "description": "B0 --> K^*(892)0 X(214) , X --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit X}{(214)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.483"
    },
    {
        "description": "B0 --> K0 pi+ pi- gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.310"
    },
    {
        "description": "B0 --> K+ pi- pi0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.376"
    },
    {
        "description": "B0 --> K_1(1270)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.38"
    },
    {
        "description": "B0 --> K_1(1400)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.39"
    },
    {
        "description": "B0 --> K_2^*(1430)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.40"
    },
    {
        "description": "B0 --> K^*(1680)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1680)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.41"
    },
    {
        "description": "B0 --> K_3^*(1780)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.42"
    },
    {
        "description": "B0 --> K_4^*(2045)0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.43"
    },
    {
        "description": "B0 --> rho0 gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.191"
    },
    {
        "description": "B0 --> rho0 X(214) , X --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit X}{(214)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.484"
    },
    {
        "description": "B0 --> omega gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.192"
    },
    {
        "description": "B0 --> phi gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.193"
    },
    {
        "description": "B0 --> f_2(1270) gamma , f_2 --> KS0 KS0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.616"
    },
    {
        "description": "B0 --> f_2^'(1525) gamma , f_2^'() --> KS0 KS0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "S042.617"
    },
    {
        "description": "B0 --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.5"
    },
    {
        "description": "B0 --> pi0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.137"
    },
    {
        "description": "B0 --> eta pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.60"
    },
    {
        "description": "B0 --> eta eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "S042.139"
    },
    {
        "description": "B0 --> eta^' pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.167"
    },
    {
        "description": "B0 --> eta^' eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.168"
    },
    {
        "description": "B0 --> eta^' eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}}$",
        "pdgId": "S042.169"
    },
    {
        "description": "B0 --> eta^' rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.170"
    },
    {
        "description": "B0 --> eta^' f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.347"
    },
    {
        "description": "B0 --> eta rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.171"
    },
    {
        "description": "B0 --> eta f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.379"
    },
    {
        "description": "B0 --> omega eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "S042.174"
    },
    {
        "description": "B0 --> omega eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.175"
    },
    {
        "description": "B0 --> omega rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.176"
    },
    {
        "description": "B0 --> omega f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.340"
    },
    {
        "description": "B0 --> omega omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "S042.177"
    },
    {
        "description": "B0 --> phi pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.178"
    },
    {
        "description": "B0 --> phi eta",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "S042.179"
    },
    {
        "description": "B0 --> phi eta^'",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S042.180"
    },
    {
        "description": "B0 --> phi pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.570"
    },
    {
        "description": "B0 --> phi rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.182"
    },
    {
        "description": "B0 --> phi f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.434"
    },
    {
        "description": "B0 --> phi omega",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\omega}}$",
        "pdgId": "S042.183"
    },
    {
        "description": "B0 --> phi phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S042.147"
    },
    {
        "description": "B0 --> a_0(980)+- pi-+ , a_0()+- --> eta pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.286"
    },
    {
        "description": "B0 --> a_0(1450)+- pi-+ , a_0()+- --> eta pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit a}_{{{0}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.377"
    },
    {
        "description": "B0 --> pi+ pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.53"
    },
    {
        "description": "B0 --> rho0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.54"
    },
    {
        "description": "B0 --> rho-+ pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.24"
    },
    {
        "description": "B0 --> pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.55"
    },
    {
        "description": "B0 --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.432"
    },
    {
        "description": "B0 --> rho0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.26"
    },
    {
        "description": "B0 --> f_0(980) pi+ pi- , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.536"
    },
    {
        "description": "B0 --> rho0 f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.348"
    },
    {
        "description": "B0 --> f_0(980) f_0(980) , f_0() --> pi+ pi- , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.349"
    },
    {
        "description": "B0 --> f_0(980) f_0(980) , f_0() --> pi+ pi- , f_0() --> K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.435"
    },
    {
        "description": "B0 --> a_1(1260)-+ pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.27"
    },
    {
        "description": "B0 --> a_2(1320)-+ pi+-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S042.28"
    },
    {
        "description": "B0 --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.56"
    },
    {
        "description": "B0 --> rho+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.57"
    },
    {
        "description": "B0 --> a_1(1260)0 pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.58"
    },
    {
        "description": "B0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.59"
    },
    {
        "description": "B0 --> pi+ pi+ pi- pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.61"
    },
    {
        "description": "B0 --> a_1(1260)+ rho-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "S042.62"
    },
    {
        "description": "B0 --> a_1(1260)0 rho0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S042.63"
    },
    {
        "description": "B0 --> b_1()-+ pi+- , b_1()-+ --> omega pi-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{\\mp}}{{\\mathit \\pi}^{\\pm}}$  ,   ${{\\mathit b}_{{{1}}}^{\\mp}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S042.411"
    },
    {
        "description": "B0 --> b_1()0 pi0 , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.431"
    },
    {
        "description": "B0 --> b_1()- rho+ , b_1()- --> omega pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{-}}{{\\mathit \\rho}^{+}}$  ,   ${{\\mathit b}_{{{1}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.467"
    },
    {
        "description": "B0 --> b_1()0 rho0 , b_1()0 --> omega pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\rho}^{0}}$  ,   ${{\\mathit b}_{{{1}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.468"
    },
    {
        "description": "B0 --> pi+ pi+ pi+ pi- pi- pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.64"
    },
    {
        "description": "B0 --> a_1(1260)+ a_1(1260)- , a_1()+ --> 2pi+ pi- , a_1()- --> 2pi- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}_{{{1}}}{(1260)}^{+}}{{\\mathit a}_{{{1}}}{(1260)}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{+}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit a}_{{{1}}}^{-}}$  $\\rightarrow$  2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.46"
    },
    {
        "description": "B0 --> pi+ pi+ pi+ pi- pi- pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.65"
    },
    {
        "description": "B0 --> p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.29"
    },
    {
        "description": "B0 --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.32"
    },
    {
        "description": "B0 --> p pbar K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.571"
    },
    {
        "description": "B0 --> p pbar K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.220"
    },
    {
        "description": "B0 --> Theta(1540)+ pbar , Theta()+ --> p K0S",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}^{+}}{{\\overline{\\mathit p}}}$  ,   ${{\\mathit \\Theta}^{+}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}_S^0}$",
        "pdgId": "S042.307"
    },
    {
        "description": "B0 --> f_J(2220) K0 , f_J() --> p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}^{0}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.414"
    },
    {
        "description": "B0 --> p pbar K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.277"
    },
    {
        "description": "B0 --> f_J(2220) K_0^*() , f_J() --> p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{J}}}{(2220)}}{{\\mathit K}_{{{0}}}^{*}}$  ,   ${{\\mathit f}_{{{J}}}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.415"
    },
    {
        "description": "B0 --> p pbar K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.572"
    },
    {
        "description": "B0 --> p pbar pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.594"
    },
    {
        "description": "B0 --> p pbar p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.573"
    },
    {
        "description": "B0 --> p Lambdabar pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.33"
    },
    {
        "description": "B0 --> p Lambdabar pi- gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.540"
    },
    {
        "description": "B0 --> p Sigmabar(1385)-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$",
        "pdgId": "S042.412"
    },
    {
        "description": "B0 --> Delta(1232)+ pbar + Delta(1232)- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{+}}{{\\overline{\\mathit p}}}{+}$  ${{\\mathit \\Delta}{(1232)}^{-}}{{\\mathit p}}$",
        "pdgId": "S042.595"
    },
    {
        "description": "B0 --> Delta0 Lambdabar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{0}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "S042.413"
    },
    {
        "description": "B0 --> p Lambdabar K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.251"
    },
    {
        "description": "B0 --> p Lambdabar D-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit D}^{-}}$",
        "pdgId": "S042.546"
    },
    {
        "description": "B0 --> p Lambdabar D^*()-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit D}^{*-}}$",
        "pdgId": "S042.547"
    },
    {
        "description": "B0 --> p Sigmabar0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Sigma}}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.252"
    },
    {
        "description": "B0 --> Lambdabar Lambda",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}$",
        "pdgId": "S042.186"
    },
    {
        "description": "B0 --> Lambdabar Lambda K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.455"
    },
    {
        "description": "B0 --> Lambdabar Lambda K^*()0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit K}^{*0}}$",
        "pdgId": "S042.456"
    },
    {
        "description": "B0 --> Lambdabar Lambda D0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}{{\\mathit D}^{0}}$",
        "pdgId": "S042.457"
    },
    {
        "description": "B0 --> D0 Sigma0 Lambdabar + c.c.",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "S042.534"
    },
    {
        "description": "B0 --> Delta0 Deltabar0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{0}}{{\\overline{\\mathit \\Delta}}^{0}}$",
        "pdgId": "S042.47"
    },
    {
        "description": "B0 --> Delta++ Deltabar--",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit \\Delta}}^{--}}$",
        "pdgId": "S042.48"
    },
    {
        "description": "B0 --> Dbar0 p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.226"
    },
    {
        "description": "B0 --> D_s()- Lambdabar p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}$",
        "pdgId": "S042.389"
    },
    {
        "description": "B0 --> Dbar^*(2007)0 p pbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S042.227"
    },
    {
        "description": "B0 --> D^*(2010)- p nbar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit p}}{{\\overline{\\mathit n}}}$",
        "pdgId": "S042.198"
    },
    {
        "description": "B0 --> D- p pbar pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.362"
    },
    {
        "description": "B0 --> D^*(2010)- p pbar pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.197"
    },
    {
        "description": "B0 --> Dbar0 p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.509"
    },
    {
        "description": "B0 --> Dbar^*()0 p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.510"
    },
    {
        "description": "B0 --> Theta_c pbar pi+ , Theta_c --> D- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}_{{{c}}}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\Theta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit p}}$",
        "pdgId": "S042.364"
    },
    {
        "description": "B0 --> Theta_c pbar pi+ , Theta_c --> D^*()- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Theta}_{{{c}}}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit \\Theta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit p}}$",
        "pdgId": "S042.365"
    },
    {
        "description": "B0 --> Sigmabar_c()-- Delta()++",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}{{\\mathit \\Delta}^{++}}$",
        "pdgId": "S042.123"
    },
    {
        "description": "B0 --> Lambdabar_c()- p pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.161"
    },
    {
        "description": "B0 --> Lambdabar_c()- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$",
        "pdgId": "S042.157"
    },
    {
        "description": "B0 --> Lambdabar_c()- p pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.158"
    },
    {
        "description": "B0 --> Sigma_c(2455)- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Sigma}_{{{c}}}{(2455)}^{-}}{{\\mathit p}}$",
        "pdgId": "S042.487"
    },
    {
        "description": "B0 --> Lambdabar_c()- p pi+ pi- pi0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S042.159"
    },
    {
        "description": "B0 --> Lambdabar_c()- p pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.160"
    },
    {
        "description": "B0 --> Lambdabar_c()- p pi+ pi- (nonresonant)",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ (nonresonant)",
        "pdgId": "S042.360"
    },
    {
        "description": "B0 --> Sigmabar_c(2520)-- p pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.236"
    },
    {
        "description": "B0 --> Sigmabar_c(2520)0 p pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2520)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.238"
    },
    {
        "description": "B0 --> Sigmabar_c(2455)0 p pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit p}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.223"
    },
    {
        "description": "B0 --> Sigmabar_c(2455)0 N0 , N0 --> p pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit N}^{0}}$  ,   ${{\\mathit N}^{0}}$  $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.445"
    },
    {
        "description": "B0 --> Sigmabar_c(2455)-- p pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.224"
    },
    {
        "description": "B0 --> Lambda_c()- p K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.469"
    },
    {
        "description": "B0 --> Sigmabar_c(2455)-- p K+ , Sigmabar_c()-- --> Lambdabar_c()- pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit p}}{{\\mathit K}^{+}}$  ,   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.470"
    },
    {
        "description": "B0 --> Lambda_c()- p K^*(892)0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S042.471"
    },
    {
        "description": "B0 --> Lambda_c()- p K+ K-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S042.543"
    },
    {
        "description": "B0 --> Lambda_c()- p phi",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit \\phi}}$",
        "pdgId": "S042.544"
    },
    {
        "description": "B0 --> Lambda_c()- p pbar p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}$",
        "pdgId": "S042.529"
    },
    {
        "description": "B0 --> Lambdabar_c()- Lambda K+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Lambda}}{{\\mathit K}^{+}}$",
        "pdgId": "S042.493"
    },
    {
        "description": "B0 --> Lambdabar_c()- Lambda_c()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$",
        "pdgId": "S042.417"
    },
    {
        "description": "B0 --> Lambdabar_c(2593)-/Lambdabar_c(2625)- p",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2593)}^{-}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2625)}^{-}}{{\\mathit p}}$",
        "pdgId": "S042.225"
    },
    {
        "description": "B0 --> Xibar_c()- Lambda_c()+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$",
        "pdgId": "S042.601"
    },
    {
        "description": "B0 --> Xibar_c()- Lambda_c()+ , Xibar_c()- --> Xibar+ pi- pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.358"
    },
    {
        "description": "B0 --> Xibar_c()- Lambda_c()+ , Xibar_c()- --> pbar K+ pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.602"
    },
    {
        "description": "B0 --> Lambda_c()+ Lambda_c()- K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.356"
    },
    {
        "description": "B0 --> Lambdabar_c(2910)- p , Lambdabar_c()- --> Sigmabar_c(2455)-- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2910)}^{-}}{{\\mathit p}}$  ,   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{--}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.621"
    },
    {
        "description": "B0 --> Lambdabar_c(2910)- p , Lambdabar_c()- --> Sigmabar_c(2455)0 pi-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}{(2910)}^{-}}{{\\mathit p}}$  ,   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}{(2455)}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S042.622"
    },
    {
        "description": "B0 --> Xibar_c(2930)- Lambda_c()+ , Xibar_c()- --> Lambda_c()- K0",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Xi}}_{{{c}}}{(2930)}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$  ,   ${{\\overline{\\mathit \\Xi}}_{{{c}}}^{-}}$  $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit K}^{0}}$",
        "pdgId": "S042.575"
    },
    {
        "description": "B0 --> Omega_c()0 Lambdabar , Omega_c()0 --> Omega- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}^{0}}{{\\overline{\\mathit \\Lambda}}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.643"
    },
    {
        "description": "B0 --> Omega_c(2770)0 Lambdabar , Omega_c()0 --> Omega- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}{(2770)}^{0}}{{\\overline{\\mathit \\Lambda}}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.644"
    },
    {
        "description": "B0 --> Omega_c()0 Lambda , Omega_c()0 --> Omega- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}^{0}}{{\\mathit \\Lambda}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.645"
    },
    {
        "description": "B0 --> Omega_c(2770)0 Lambda , Omega_c()0 --> Omega- pi+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Omega}_{{{c}}}{(2770)}^{0}}{{\\mathit \\Lambda}}$  ,   ${{\\mathit \\Omega}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S042.646"
    },
    {
        "description": "B0 --> Lambda psi_DS",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\psi}_{{{DS}}}}$",
        "pdgId": "S042.619"
    },
    {
        "description": "B0 --> gamma gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.141"
    },
    {
        "description": "B0 --> e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.6"
    },
    {
        "description": "B0 --> e+ e- gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.404"
    },
    {
        "description": "B0 --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.7"
    },
    {
        "description": "B0 --> mu+ mu- gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.405"
    },
    {
        "description": "B0 --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.521"
    },
    {
        "description": "B0 --> S P , S --> mu+ mu- , P --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit S}}{{\\mathit P}}$  ,   ${{\\mathit S}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit P}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.522"
    },
    {
        "description": "B0 --> a a , a --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit a}}$  ,   ${{\\mathit a}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.618"
    },
    {
        "description": "B0 --> tau+ tau-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S042.336"
    },
    {
        "description": "B0 --> pi0 lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042.382"
    },
    {
        "description": "B0 --> pi0 e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.380"
    },
    {
        "description": "B0 --> pi0 mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.381"
    },
    {
        "description": "B0 --> eta lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042.518"
    },
    {
        "description": "B0 --> eta e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.519"
    },
    {
        "description": "B0 --> eta mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.520"
    },
    {
        "description": "B0 --> rho(770)0 e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.648"
    },
    {
        "description": "B0 --> omega e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.649"
    },
    {
        "description": "B0 --> omega mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.650"
    },
    {
        "description": "B0 --> omega lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042.651"
    },
    {
        "description": "B0 --> pi0 nu nubar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S042.406"
    },
    {
        "description": "B0 --> K0 lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042.275"
    },
    {
        "description": "B0 --> K0 e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.18"
    },
    {
        "description": "B0 --> K0 mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.17"
    },
    {
        "description": "B0 --> K0 nu nubar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S042.407"
    },
    {
        "description": "B0 --> rho0 nu nubar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S042.408"
    },
    {
        "description": "B0 --> K^*(892)0 lepton+ lepton-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S042.276"
    },
    {
        "description": "B0 --> K^*(892)0 e+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.82"
    },
    {
        "description": "B0 --> K^*(892)0 mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.71"
    },
    {
        "description": "B0 --> K^*(892)0 chi , chi --> mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\chi}}$  ,   ${{\\mathit \\chi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.562"
    },
    {
        "description": "B0 --> K^*(892)0 tau+ tau-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S042.629"
    },
    {
        "description": "B0 --> Dbar0 mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.647"
    },
    {
        "description": "B0 --> pi+ pi- mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.550"
    },
    {
        "description": "B0 --> K^*(892)0 nu nubar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S042.152"
    },
    {
        "description": "B0 --> invisible",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   invisible",
        "pdgId": "S042.284"
    },
    {
        "description": "B0 --> nu nubar gamma",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\gamma}}$",
        "pdgId": "S042.285"
    },
    {
        "description": "B0 --> phi mu+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.614"
    },
    {
        "description": "B0 --> phi nu nubar",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S042.409"
    },
    {
        "description": "B0 --> e+- mu-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S042.8"
    },
    {
        "description": "B0 --> pi0 e+- mu-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S042.383"
    },
    {
        "description": "B0 --> K0 e+- mu-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S042.221"
    },
    {
        "description": "B0 --> K^*(892)0 e+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.334"
    },
    {
        "description": "B0 --> K^*(892)0 e- mu+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S042.335"
    },
    {
        "description": "B0 --> K^*(892)0 e+- mu-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S042.222"
    },
    {
        "description": "B0 --> K^*(892)0 tau+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.627"
    },
    {
        "description": "B0 --> K^*(892)0 tau- mu+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\tau}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S042.628"
    },
    {
        "description": "B0 --> e+- tau-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S042.121"
    },
    {
        "description": "B0 --> mu+- tau-+",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S042.122"
    },
    {
        "description": "B0 --> p mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.624"
    },
    {
        "description": "B0 --> Lambda_c()+ mu-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S042.491"
    },
    {
        "description": "B0 --> Lambda_c()+ e-",
        "description_tex": "${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S042.492"
    },
    {
        "description": "B+-/B0 ADMIXTURE",
        "description_tex": "${{\\mathit B}^{\\pm}}/{{\\mathit B}^{0}}$ ADMIXTURE",
        "pdgId": "S049"
    },
    {
        "description": "G(B --> lepton+ nu_lepton  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S45"
    },
    {
        "description": "G(B --> e+ nu(e) anything)/G(B --> mu+ nu_mu anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ anything$)$",
        "pdgId": "S049R45"
    },
    {
        "description": "G(B --> D- lepton+ nu_lepton anything)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S40"
    },
    {
        "description": "G(B --> Dbar0 lepton+ nu_lepton anything)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S39"
    },
    {
        "description": "G(B --> Dbar lepton+ nu_lepton)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049R80"
    },
    {
        "description": "G(B --> D*- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R16"
    },
    {
        "description": "G(B --> D*0 lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R17"
    },
    {
        "description": "G(B --> Dbar* e+ nu_e)/G(B --> Dbar* mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S049R49"
    },
    {
        "description": "G(B --> Dbar** lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R96"
    },
    {
        "description": "G(B --> Dbar_1(2420) lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R25"
    },
    {
        "description": "G(B --> Dbar pi lepton+ nu_lepton anything + Dbar* pi lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything  ${+}$  ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R34"
    },
    {
        "description": "G(B --> Dbar pi lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R55"
    },
    {
        "description": "G(B --> Dbar* pi lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R56"
    },
    {
        "description": "G(B --> Dbar_2*(2460) lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R26"
    },
    {
        "description": "B+-/B0 ADMIXTURE BRANCHING RATIOS",
        "description_tex": "${{\\mathit B}^{\\pm}}/{{\\mathit B}^{0}}$ ADMIXTURE BRANCHING RATIOS",
        "pdgId": "S049215"
    },
    {
        "description": "Gamma(B --> Dbar_2*(2460) lepton+ nu_lepton anything)xB(D_2*(2460) --> D*- pi+)/Gamma(B --> Dbar_1(2420) lepton+ nu_lepton anything) x B(Dbar_1(2420) --> D*- pi+)",
        "description_tex": "${\\Gamma\\mathrm {({{\\mathit B}}   \\rightarrow   {{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}} {{\\mathit \\ell}^{+}} {{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}} anything)}{\\times }B({{\\mathit D}_{{{2}}}^{*}{(2460)}}   \\rightarrow   {{\\mathit D}^{*-}} {{\\mathit \\pi}^{+}})\\over \\Gamma\\mathrm {({{\\mathit B}}   \\rightarrow   {{\\overline{\\mathit D}}_{{{1}}}{(2420)}} {{\\mathit \\ell}^{+}} {{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}} anything)} {\\times } B({{\\overline{\\mathit D}}_{{{1}}}{(2420)}}   \\rightarrow   {{\\mathit D}^{*-}} {{\\mathit \\pi}^{+}})}$",
        "pdgId": "S049R19"
    },
    {
        "description": "G(B --> D*- pi+ lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R27"
    },
    {
        "description": "G(B --> Dbar pi+ pi- lepton+ nu_lepton)/G(B --> Dbar lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S049R90"
    },
    {
        "description": "G(B --> Dbar* pi+ pi- lepton+ nu_lepton)/G(B --> Dbar* lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S049R91"
    },
    {
        "description": "G(B --> D_s- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S75"
    },
    {
        "description": "G(B --> D_s- lepton+ nu_lepton K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S76"
    },
    {
        "description": "G(B --> D_s- lepton+ nu_lepton K0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit K}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S77"
    },
    {
        "description": "G(B --> X_c lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{c}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S96"
    },
    {
        "description": "G(B --> X_u lepton+ nu_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S95"
    },
    {
        "description": "G(B --> X_u lepton+ nu_lepton)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S11"
    },
    {
        "description": "G(B --> X_u e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R09"
    },
    {
        "description": "G(B --> X_u mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R44"
    },
    {
        "description": "G(B --> K+ lepton+ nu_lepton anything)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S18"
    },
    {
        "description": "G(B --> K- lepton+ nu_lepton anything)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S19"
    },
    {
        "description": "G(B --> K0/Kbar0 lepton+ nu_lepton anything)/G(B --> lepton+ nu_lepton  anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$ /${{\\overline{\\mathit K}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)$",
        "pdgId": "S049S20"
    },
    {
        "description": "G(B --> Dbar tau+ nu_tau)/G(B --> Dbar lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S049R36"
    },
    {
        "description": "G(B --> Dbar* tau+ nu_tau)/G(B --> Dbar* lepton+ nu_lepton)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S049R37"
    },
    {
        "description": "<n_c>",
        "description_tex": "$\\langle{}{{\\mathit n}_{{{c}}}}\\rangle{}$",
        "pdgId": "S049S24"
    },
    {
        "description": "G(B --> D+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S17"
    },
    {
        "description": "G(B --> D0/Dbar0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$ /${{\\overline{\\mathit D}}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S8"
    },
    {
        "description": "G(B --> D- lepton+ nu_lepton anything)/G(B --> Dbar0 lepton+ nu_lepton anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)$",
        "pdgId": "S049R06"
    },
    {
        "description": "G(B --> D*(2010)+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S12"
    },
    {
        "description": "G(B --> Dbar*(2007)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R35"
    },
    {
        "description": "G(B --> D_s+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S14"
    },
    {
        "description": "G(B --> D_s*+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R63"
    },
    {
        "description": "G(B --> D_s*+- Dbar^(*))/G(B --> D_s*+- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\pm}}{{\\overline{\\mathit D}}}{}^{(*)})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\pm}}$ anything$)$",
        "pdgId": "S049R64"
    },
    {
        "description": "G(B --> Dbar D_s0(2317))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}_{{{s0}}}{(2317)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R73"
    },
    {
        "description": "G(B --> Dbar D_sJ(2457))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}_{{{sJ}}}{(2457)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R74"
    },
    {
        "description": "G(B --> D^(*) Dbar^(*) K0 + D^(*) Dbar^(*) K+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit K}^{0}}{+}$  ${{\\mathit D}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit K}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R1"
    },
    {
        "description": "G(B --> b --> c cbar s)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit b}}$  $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}{{\\mathit s}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R31"
    },
    {
        "description": "G(B --> D_s^(*) Dbar^(*))/G(B --> D_s+- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything$)$",
        "pdgId": "S049S36"
    },
    {
        "description": "G(B --> D* D*(2010)+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit D}^{*}{(2010)}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R4"
    },
    {
        "description": "G(B --> D D*(2010)+- + D* D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit D}^{*}{(2010)}^{\\pm}}{+}$  ${{\\mathit D}^{*}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R5"
    },
    {
        "description": "G(B --> D D+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit D}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R6"
    },
    {
        "description": "G(B --> D_s^(*)^+- Dbar^(*) X(n pi+-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}{}^{(*)}{}^{+-}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit X}}$ (${{\\mathit n}}{{\\mathit \\pi}^{\\pm}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R3"
    },
    {
        "description": "G(B --> Dbar*(2010) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2010)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S54"
    },
    {
        "description": "G(B --> D_s+ pi- ,  D_s*+ pi- ,  D_s+ rho- , D_s*+ rho- , D_s+ pi0 , D_s*+ pi0 , D_s+ eta , D_s*+ eta , D_s+ rho0 , D_s*+ rho0 , D_s+ omega , D_s*+ omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{-}}$  ,   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\rho}^{-}}$  , ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{-}}$  , ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{0}}$  , ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}}$  , ${{\\mathit D}_{{{s+}}}}{{\\mathit \\eta}}$  , ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\eta}}$  , ${{\\mathit D}_{{{s+}}}}{{\\mathit \\rho}^{0}}$  , ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{0}}$  , ${{\\mathit D}_{{{s+}}}}{{\\mathit \\omega}}$  , ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S91"
    },
    {
        "description": "G(B --> D_s1(2536)+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R32"
    },
    {
        "description": "G(B --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S7"
    },
    {
        "description": "G(B --> J/psi(1S) (direct) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ (direct) anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R23"
    },
    {
        "description": "G(B --> psi(2S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S25"
    },
    {
        "description": "G(B --> chi_c1(1P) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R89"
    },
    {
        "description": "G(B --> chi_c1(1P) (direct) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ (direct) anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R24"
    },
    {
        "description": "G(B --> chi_c2(1P) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R21"
    },
    {
        "description": "G(B --> chi_c2(1P) (direct) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ (direct) anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R71"
    },
    {
        "description": "G(B --> eta_c(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R22"
    },
    {
        "description": "G(B --> K chi_c1(3872))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\chi}_{{{c1}}}{(3872)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S41"
    },
    {
        "description": "G(B --> K X(3940)  ,  X --> D*0 D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit X}{(3940)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R82"
    },
    {
        "description": "G(B --> K chi_c0(3915)  ,  chi_c0 --> omega J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R20"
    },
    {
        "description": "G(B --> K+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S6"
    },
    {
        "description": "G(B --> K+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S21"
    },
    {
        "description": "G(B --> K- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S22"
    },
    {
        "description": "G(B --> K0/Kbar0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$ /${{\\overline{\\mathit K}}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S23"
    },
    {
        "description": "G(B --> K*(892)+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R12"
    },
    {
        "description": "G(B --> K*(892)0/Kbar*(892)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ /${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R13"
    },
    {
        "description": "G(B --> K*(892) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S26"
    },
    {
        "description": "G(B --> eta K gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S01"
    },
    {
        "description": "G(B --> K_1(1400) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S27"
    },
    {
        "description": "G(B --> K_2*(1430) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S28"
    },
    {
        "description": "G(B --> K_2(1770) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}{(1770)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S53"
    },
    {
        "description": "G(B --> K_3*(1780) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S29"
    },
    {
        "description": "G(B --> K_4*(2045) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S52"
    },
    {
        "description": "G(B --> K eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R50"
    },
    {
        "description": "G(B --> K*(892) eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R51"
    },
    {
        "description": "G(B --> K eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R52"
    },
    {
        "description": "G(B --> K*(892) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R53"
    },
    {
        "description": "G(B --> K phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R75"
    },
    {
        "description": "G(B --> bbar --> sbar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R15"
    },
    {
        "description": "G(B --> bbar --> dbar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit d}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R38"
    },
    {
        "description": "G(B --> bbar --> dbar gamma)/G(B --> bbar --> sbar gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit d}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\mathit \\gamma}})$",
        "pdgId": "S049R39"
    },
    {
        "description": "G(B --> bbar --> sbar gluon)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit s}}}$ gluon$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R14"
    },
    {
        "description": "G(B --> eta  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R47"
    },
    {
        "description": "G(B --> eta'  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R48"
    },
    {
        "description": "G(B --> K+  gluon (charmless))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$  gluon (charmless)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R84"
    },
    {
        "description": "G(B --> K0  gluon (charmless))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$  gluon (charmless)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R85"
    },
    {
        "description": "G(B --> rho gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R54"
    },
    {
        "description": "G(B --> rho gamma)/G(B --> K*(892) gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}})$",
        "pdgId": "S049RW3"
    },
    {
        "description": "G(B --> rho/omega gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}$ /${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049RW1"
    },
    {
        "description": "G(B --> rho/omega gamma)/G(B --> K*(892) gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}$ /${{\\mathit \\omega}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}})$",
        "pdgId": "S049RW2"
    },
    {
        "description": "G(B --> pi+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R9"
    },
    {
        "description": "G(B --> pi0  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S60"
    },
    {
        "description": "G(B --> eta  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R18"
    },
    {
        "description": "G(B --> rho0 ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R10"
    },
    {
        "description": "G(B --> omega  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\omega}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R11"
    },
    {
        "description": "G(B --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\phi}}$ $~$anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S15"
    },
    {
        "description": "G(B --> phi K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R46"
    },
    {
        "description": "G(B --> pi+  gluon (charmless))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$ $~$gluon (charmless)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R86"
    },
    {
        "description": "G(B --> Lambda_c+ ~/~Lambdabar_c- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S16"
    },
    {
        "description": "G(B --> Lambda_c+ anything)/G(B --> Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R41"
    },
    {
        "description": "G(B --> Lambdabar_c- mu+  anything)/G(B --> Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\mu}^{+}}$  anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R03"
    },
    {
        "description": "G(B --> Lambdabar_c- lepton+  anything)/G(B --> Lambda_c+ ~/~Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\ell}^{+}}$  anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R04"
    },
    {
        "description": "G(B --> Lambdabar_c- e+  anything)/G(B --> Lambda_c+ ~/~Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit e}^{+}}$  anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R28"
    },
    {
        "description": "G(B --> Lambdabar_c- e+  anything)/G(B --> Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit e}^{+}}$  anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R01"
    },
    {
        "description": "G(B --> Lambdabar_c- lepton+  anything)/G(B --> Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\ell}^{+}}$  anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R02"
    },
    {
        "description": "G(B --> Lambdabar_c- p ~anything)/G(B --> Lambda_c+ ~/~Lambdabar_c- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything$)$",
        "pdgId": "S049R29"
    },
    {
        "description": "G(B --> Lambdabar_c- p e+ nu_e)/G(B --> Lambdabar_c- p ~anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$ anything$)$",
        "pdgId": "S049R30"
    },
    {
        "description": "G(B --> Sigmabar_c-- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S78"
    },
    {
        "description": "G(B --> Sigmabar_c- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S79"
    },
    {
        "description": "G(B --> Sigmabar_c0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S80"
    },
    {
        "description": "G(B --> Sigmabar_c0 N (N = p or n))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{0}}{{\\mathit N}}$ (${{\\mathit N}}$ = ${{\\mathit p}}$ or ${{\\mathit n}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S82"
    },
    {
        "description": "G(B --> Xi_c0 anything  ,  Xi_c0 --> Xi- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}$ anything   ,   ${{\\mathit \\Xi}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R42"
    },
    {
        "description": "G(B --> Xi_c+  ,  Xi_c+ --> Xi- pi+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{+}}$  ,   ${{\\mathit \\Xi}_{{{c}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R43"
    },
    {
        "description": "G(B --> p/pbar ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S9"
    },
    {
        "description": "G(B --> p/pbar ~(direct) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$ (direct) anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S30"
    },
    {
        "description": "G(B --> pbar e+ nu(e) ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S38"
    },
    {
        "description": "G(B --> Lambda/Lambdabar ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S10"
    },
    {
        "description": "G(B --> Lambda ~anything)/G(B --> Lambdabar ~anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}$ anything$)$",
        "pdgId": "S049R40"
    },
    {
        "description": "G(B --> Xi-/Xibar+ anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}$ /${{\\overline{\\mathit \\Xi}}^{+}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S31"
    },
    {
        "description": "G(B --> baryons anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   baryons anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S32"
    },
    {
        "description": "G(B --> p pbar ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S33"
    },
    {
        "description": "G(B --> p pbar ~anything)/G(B --> p/pbar ~anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$ anything$)$",
        "pdgId": "S049S44"
    },
    {
        "description": "G(B --> Lambda pbar/Lambdabar p ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}$ /${{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S34"
    },
    {
        "description": "G(B --> Lambda pbar/Lambdabar p ~anything)/G(B --> Lambda/Lambdabar ~anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}$ /${{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$ anything$)$",
        "pdgId": "S049S43"
    },
    {
        "description": "G(B --> Lambda Lambdabar ~anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S35"
    },
    {
        "description": "G(B --> Lambda Lambdabar ~anything)/G(B --> Lambda/Lambdabar ~anything)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$ anything$)/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$ anything$)$",
        "pdgId": "S049S42"
    },
    {
        "description": "G(B --> s e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S3"
    },
    {
        "description": "G(B --> s mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S4"
    },
    {
        "description": "[G(B --> s e+ e-)/G(total)+ G(B --> s mu+ mu-)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049S5"
    },
    {
        "description": "G(B --> s lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R72"
    },
    {
        "description": "G(B --> pi lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R78"
    },
    {
        "description": "G(B --> pi e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R87"
    },
    {
        "description": "G(B --> pi mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R88"
    },
    {
        "description": "G(B --> K e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R57"
    },
    {
        "description": "G(B --> K*(892) e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R58"
    },
    {
        "description": "G(B --> K mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R59"
    },
    {
        "description": "G(B --> K mu+ mu-)/G(B --> K e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S049R76"
    },
    {
        "description": "G(B --> K*(892) mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R60"
    },
    {
        "description": "G(B --> K*(892) mu+ mu-)/G(B --> K*(892) e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S049R77"
    },
    {
        "description": "G(B --> K lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R61"
    },
    {
        "description": "G(B --> K*(892) lepton+ lepton-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R62"
    },
    {
        "description": "G(B --> K nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R83"
    },
    {
        "description": "G(B --> K* nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R79"
    },
    {
        "description": "G(B --> pi nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R00"
    },
    {
        "description": "G(B --> rho nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R05"
    },
    {
        "description": "G(B --> s e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R33"
    },
    {
        "description": "G(B --> pi e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R67"
    },
    {
        "description": "G(B --> rho e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R68"
    },
    {
        "description": "G(B --> K e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R65"
    },
    {
        "description": "G(B --> K*(892) e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S049R66"
    },
    {
        "description": "CP VIOLATION",
        "description_tex": "$\\mathit CP$ VIOLATION",
        "pdgId": "S049225"
    },
    {
        "description": "A(CP)(B --> K*(892) gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}}$)",
        "pdgId": "S049CP1"
    },
    {
        "description": "A(CP)(B --> s gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\gamma}}$)",
        "pdgId": "S049CP2"
    },
    {
        "description": "A(CP)(B --> (s+d) gamma)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$  ( s+d)  ${{\\mathit \\gamma}}$)",
        "pdgId": "S049CP4"
    },
    {
        "description": "A(CP)(B --> X_s lepton+ lepton-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "S049CP3"
    },
    {
        "description": "A(CP)(B --> X_s lepton+ lepton-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049CP9"
    },
    {
        "description": "A(CP)(B --> X_s lepton+ lepton-) (10.1 < q**2< 12.9 or  q**2> 14.2 GeV**2/c**4)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.1 $&lt;$ q${}^{2}&lt;$ 12.9 or  q${}^{2}&gt;$ 14.2 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049CPA"
    },
    {
        "description": "A(CP)(B --> K* e+ e-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$)",
        "pdgId": "S049CP6"
    },
    {
        "description": "A(CP)(B --> K* mu+ mu-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$)",
        "pdgId": "S049CP7"
    },
    {
        "description": "A(CP)(B --> K* lepton+ lepton-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "S049CP5"
    },
    {
        "description": "A(CP)(B --> eta  anything)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}$  anything)",
        "pdgId": "S049CP8"
    },
    {
        "description": "DeltaA(CP)(X_s gamma) = A(CP)(B+- --> X_s gamma) - A(CP)(B0 --> X_s gamma)",
        "description_tex": "$\\Delta \\mathit A_{CP}({{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$) = $\\mathit A_{CP}({{\\mathit B}^{\\pm}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$) $&minus;$ $\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$)",
        "pdgId": "S049DA1"
    },
    {
        "description": "Abar(CP)(B --> X_s gamma) = (A(CP)(B+ --> X_s gamma) + A(CP)(B0 --> X_s gamma))/2",
        "description_tex": "${{\\overline{\\mathit A}}}_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$) = ($\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$) + $\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$))/2",
        "pdgId": "S049A06"
    },
    {
        "description": "DeltaA(CP)(B --> K* gamma) = A(CP)(B+ --> K*+ gamma) - A(CP)(B0 --> K*0 gamma)",
        "description_tex": "$\\Delta \\mathit A_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\gamma}}$) = $\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\gamma}}$) $&minus;$ $\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\gamma}}$)",
        "pdgId": "S049A02"
    },
    {
        "description": "Abar(CP)(B --> K* gamma) = (A(CP)(B+ --> K*+ gamma) + A(CP)(B0 --> K*0 gamma))/2",
        "description_tex": "${{\\overline{\\mathit A}}}_{CP}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\gamma}}$) = ($\\mathit A_{CP}({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit \\gamma}}$) + $\\mathit A_{CP}({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit \\gamma}}$))/2",
        "pdgId": "S049A03"
    },
    {
        "description": "POLARIZATION IN B DECAY",
        "description_tex": "POLARIZATION IN ${{\\mathit B}}$ DECAY",
        "pdgId": "S049224"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (q**2 > 0.1 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 0.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (mass(lepton lepton) < 2.5 GeV/c**2)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (${\\mathit m}_{{{\\mathit \\ell}} {{\\mathit \\ell}}}$ $&lt;$ 2.5 GeV/c${}^{2}$)",
        "pdgId": "S049FL1"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (mass(lepton lepton) > 3.2 GeV/c**2)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (${\\mathit m}_{{{\\mathit \\ell}} {{\\mathit \\ell}}}$ $&gt;$ 3.2 GeV/c${}^{2}$)",
        "pdgId": "S049FL2"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (0.10 < q**2< 0.98 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.10 $&lt;$ q${}^{2}&lt;$ 0.98 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLB"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (1.1 < q**2< 2.5 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 2.5 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLC"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (0.1 < q**2< 2.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL3"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL4"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (4.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLD"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (6.0 < q**2< 8.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (6.0 $&lt;$ q${}^{2}&lt;$ 8.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLE"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (4.3 < q**2< 8.6 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.6 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL5"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL6"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (15.0 < q**2< 17.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 17.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLF"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (17.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (17.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLG"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL7"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (16.0 <  q**2< 19.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0 $&lt;$  q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL8"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FL9"
    },
    {
        "description": "F(L)(B --> K* lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FLA"
    },
    {
        "description": "A(T)**(2) in B --> K* e+ e- (at low q**2)",
        "description_tex": "A${}^{(2)}_{T}$ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S049A20"
    },
    {
        "description": "A(T)**Im in B --> K* e+ e- (at low q**2)",
        "description_tex": "A${}^{Im}_{T}$ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ (at low q${}^{2}$)",
        "pdgId": "S049A21"
    },
    {
        "description": "P(tau)(B --> D* tau+ nu_tau)",
        "description_tex": "$\\mathit P_{\\tau }({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$)",
        "pdgId": "S049A01"
    },
    {
        "description": "Gamma(L)/Gamma in B --> Dbar* lepton+ nu_lepton",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049A13"
    },
    {
        "description": "Gamma(L)/Gamma in B --> Dbar* e+ nu_e",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S049A14"
    },
    {
        "description": "Gamma(L)/Gamma in B --> Dbar* mu+ nu_mu",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S049A15"
    },
    {
        "description": "Delta(Gamma(L)/Gamma) in B --> Dbar* leption+ nu_lepton",
        "description_tex": "$\\Delta (\\Gamma _{\\mathit L}/\\Gamma $) in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}$  ${{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049A16"
    },
    {
        "description": "PARTIAL BRANCHING FRACTIONS IN B --> K^(*)() lepton+ lepton-",
        "description_tex": "PARTIAL BRANCHING FRACTIONS IN ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{(*)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S049223"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB1"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB2"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB3"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB4"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB5"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (16.0  < q**2  GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0  $&lt;$ q${}^{2}$  GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB6"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB7"
    },
    {
        "description": "B(B --> K* lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB8"
    },
    {
        "description": "B(B+ --> K* mu+ mu-) / B(B+ --> K* e+ e-) (0.045 < q**2< 1.1 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (0.045 $&lt;$ q${}^{2}&lt;$ 1.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049A10"
    },
    {
        "description": "B(B+ --> K* mu+ mu-) / B(B+ --> K* e+ e-) (1.1 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049A11"
    },
    {
        "description": "B(B+ --> K* mu+ mu-) / B(B+ --> K* e+ e-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) / B(${{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049A12"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PB9"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBA"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (4.3 < q**2< 8.68 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.68 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBB"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBC"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBD"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (16.0  < q**2  GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0  $&lt;$ q${}^{2}$  GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBE"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBF"
    },
    {
        "description": "B(B --> K lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBG"
    },
    {
        "description": "B(B --> X_s lepton+ lepton-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBH"
    },
    {
        "description": "B(B --> X_s e+ e-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBI"
    },
    {
        "description": "B(B --> X_s mu+ mu-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBJ"
    },
    {
        "description": "B(B --> X_s lepton+ lepton-) (14.2 < q**2 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.2 $&lt;$ q${}^{2}$ GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBK"
    },
    {
        "description": "B(B --> X_s e+ e-) (14.2 < q**2 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$) (14.2 $&lt;$ q${}^{2}$ GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBL"
    },
    {
        "description": "B(B --> X_s mu+ mu-) (14.2 < q**2 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (14.2 $&lt;$ q${}^{2}$ GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049PBM"
    },
    {
        "description": "LEPTON (HADRON) FORWARD-BACKWARD ASYMMETRY IN B --> K^(*)() lepton+ lepton- (B --> K / pi h+ h-) DECAY",
        "description_tex": "LEPTON (HADRON) FORWARD-BACKWARD ASYMMETRY IN ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{(*)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$ (${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}$  ${{\\mathit \\pi}}{{\\mathit h}^{+}}{{\\mathit h}^{-}}$) DECAY",
        "pdgId": "S049220"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (q**2 > 0.1 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 0.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB1"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (0.1 < q**2< 2.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB5"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (mass(lepton lepton) < 2.5 GeV/c**2)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (${\\mathit m}_{{{\\mathit \\ell}} {{\\mathit \\ell}}}$ $&lt;$ 2.5 GeV/c${}^{2}$)",
        "pdgId": "S049FB3"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (mass(lepton lepton) > 3.2 GeV/c**2)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (${\\mathit m}_{{{\\mathit \\ell}} {{\\mathit \\ell}}}$ $&gt;$ 3.2 GeV/c${}^{2}$)",
        "pdgId": "S049FB4"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (0.10 < q**2< 0.98 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.10 $&lt;$ q${}^{2}&lt;$ 0.98 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBP"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (1.1 < q**2< 2.5 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 2.5 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBQ"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB6"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (0.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBF"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (4.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBR"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (6.0 < q**2< 8.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (6.0 $&lt;$ q${}^{2}&lt;$ 8.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBS"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBE"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (4.3 < q**2< 8.6 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.6 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB7"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBB"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBC"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (15.0 < q**2< 17.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 17.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBT"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (17.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (17.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBU"
    },
    {
        "description": "A(FB)(B --> K* lepton+ lepton-) (16.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBD"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (q**2 > 0.1 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 0.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB2"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (q**2< 2.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB8"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (2.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FB9"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (0.0 < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0 $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBK"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (1.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBJ"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (4.3 < q**2< 8.6 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.3 $&lt;$ q${}^{2}&lt;$ 8.6 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBA"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (10.09 < q**2< 12.86 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (10.09 $&lt;$ q${}^{2}&lt;$ 12.86 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBG"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (14.18 < q**2< 16.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (14.18 $&lt;$ q${}^{2}&lt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBH"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (16.0 < q**2< 18.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (16.0 $&lt;$ q${}^{2}&lt;$ 18.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBL"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (18.0 < q**2< 22.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (18.0 $&lt;$ q${}^{2}&lt;$ 22.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBM"
    },
    {
        "description": "A(FB)(B --> K lepton+ lepton-) (q**2 > 16.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 16.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FBI"
    },
    {
        "description": "A(FB)(B --> X_s lepton+ lepton-) (1.0 < q**2 < 6.0 GeV**2/c**4)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0 $&lt;$ q${}^{2}$ $&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049A00"
    },
    {
        "description": "F(S)(B --> K lepton+ lepton-) (q**2 > 0.1 GeV**2/c**4)",
        "description_tex": "F$_{S}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (q${}^{2}$ $&gt;$ 0.1 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S049FS"
    },
    {
        "description": "A(FB)(B --> K p pbar)  (mass(p pbar) < 2.85 GeV/c**2)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit p}}{{\\overline{\\mathit p}}}$)  (${\\mathit m}_{{{\\mathit p}} {{\\overline{\\mathit p}}}}$ $&lt;$ 2.85 GeV/c${}^{2}$)",
        "pdgId": "S049FBN"
    },
    {
        "description": "A(FB)(B --> pi p pbar) (mass(p pbar) < 2.85 GeV/c**2)",
        "description_tex": "A$_{FB}({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit p}}{{\\overline{\\mathit p}}}$) (${\\mathit m}_{{{\\mathit p}} {{\\overline{\\mathit p}}}}$ $&lt;$ 2.85 GeV/c${}^{2}$)",
        "pdgId": "S049FBO"
    },
    {
        "description": "A(FB) in B --> Dbar* e+ nu_e",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S049A17"
    },
    {
        "description": "A(FB) in B --> Dbar* mu+ nu_mu",
        "description_tex": "A$_{FB}$ in ${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S049A18"
    },
    {
        "description": "Delta(A(FB)) = (A(FB)**mu - A(FB)**e) in B0 --> D*- lepton+ nu_lepton",
        "description_tex": "$\\Delta (A_{FB}$) = (A${}^{{{\\mathit \\mu}}}_{FB}$ $&minus;$ A${}^{{{\\mathit e}}}_{FB}$) in ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049A19"
    },
    {
        "description": "ISOSPIN ASYMMETRY",
        "description_tex": "ISOSPIN ASYMMETRY",
        "pdgId": "S049245"
    },
    {
        "description": "Delta(0-)(B(B --> X_s gamma))",
        "description_tex": "$\\Delta _{0-}(B({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$))",
        "pdgId": "S049IA1"
    },
    {
        "description": "Delta(0-)(B(B --> X_s+d gamma))",
        "description_tex": "$\\Delta _{0-}(B({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s+d}}}}{{\\mathit \\gamma}}$))",
        "pdgId": "S049A07"
    },
    {
        "description": "Delta(0+)( B --> K*(892) gamma)",
        "description_tex": "$\\Delta _{0+}$(  ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}}$)",
        "pdgId": "S049IS1"
    },
    {
        "description": "Delta(rho gamma) = Gamma(B+ --> rho+ gamma) / (2 . Gamma(B0 --> rho0 gamma) ) - 1",
        "description_tex": "$\\Delta _{{{\\mathit \\rho}} {{\\mathit \\gamma}}}$ = $\\Gamma ({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\gamma}}$) / (2 $\\cdot{}$ $\\Gamma ({{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\gamma}}$) ) $&minus;$ 1",
        "pdgId": "S049IA2"
    },
    {
        "description": "Delta(0-)(B(B --> K lepton+ lepton-))",
        "description_tex": "$\\Delta _{0-}(B({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$))",
        "pdgId": "S049IA3"
    },
    {
        "description": "Delta(0-)(B(B --> K* lepton+ lepton-))",
        "description_tex": "$\\Delta _{0-}(B({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$))",
        "pdgId": "S049IA4"
    },
    {
        "description": "Delta(0-)(B(B --> K^(*) lepton+ lepton-))",
        "description_tex": "$\\Delta _{0-}(B({{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{(*)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$))",
        "pdgId": "S049IA5"
    },
    {
        "description": "B --> X_c lepton nu HADRONIC MASS MOMENTS",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{c}}}}{{\\mathit \\ell}}{{\\mathit \\nu}}$ HADRONIC MASS MOMENTS",
        "pdgId": "S049230"
    },
    {
        "description": "<M(X)**2-Mbar(D)**2> (First Moments)",
        "description_tex": "$\\langle{}\\mathit M{}^{2}_{{{\\mathit X}}}-{{\\overline{\\mathit M}}}{}^{2}_{{{\\mathit D}}}\\rangle{}$ (First Moments)",
        "pdgId": "S049MX1"
    },
    {
        "description": "<M(X)**2> (First Moments)",
        "description_tex": "$\\langle{}\\mathit M{}^{2}_{{{\\mathit X}}}\\rangle{}$ (First Moments)",
        "pdgId": "S049MX4"
    },
    {
        "description": "<(M(X)**2-Mbar(X)**2)**2> (Second Moments)",
        "description_tex": "$\\langle{}(\\mathit M{}^{2}_{{{\\mathit X}}}-{{\\overline{\\mathit M}}}{}^{2}_{{{\\mathit X}}}){}^{2}\\rangle{}$ (Second Moments)",
        "pdgId": "S049MX2"
    },
    {
        "description": "<(M(X)**2-Mbar(D)**2)**2> (Second Moments)",
        "description_tex": "$\\langle{}(\\mathit M{}^{2}_{{{\\mathit X}}}-{{\\overline{\\mathit M}}}{}^{2}_{{{\\mathit D}}}){}^{2}\\rangle{}$ (Second Moments)",
        "pdgId": "S049MX3"
    },
    {
        "description": "B --> X_c lepton nu LEPTON MOMENTUM MOMENTS",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{c}}}}{{\\mathit \\ell}}{{\\mathit \\nu}}$ LEPTON MOMENTUM MOMENTS",
        "pdgId": "S049240"
    },
    {
        "description": "R(0) (Gamma(E(l)>1.7 GeV) / Gamma(E(l)>1.5 GeV) )",
        "description_tex": "R$_{0}$ ($\\Gamma _{E_{l}&gt;1.7 GeV}$ / $\\Gamma _{E_{l}&gt;1.5 GeV}$ )",
        "pdgId": "S049EL"
    },
    {
        "description": "R(1) (<E(l)>(E(l)>1.5 GeV))",
        "description_tex": "R$_{1}$ ($\\langle{}E_{l}\\rangle{}_{E_{l}&gt;1.5 GeV}$)",
        "pdgId": "S049AEL"
    },
    {
        "description": "R(2) (<E(l)**2-Ebar(l)**2>(E(l)>1.5 GeV))",
        "description_tex": "R$_{2}$ ($\\langle{}E{}^{2}_{l}&minus;\\bar E{}^{2}_{l}\\rangle{}_{E_{l}&gt;1.5 GeV}$)",
        "pdgId": "S049EL2"
    },
    {
        "description": "R(3) (<E(l)**3-Ebar(l)**3>(E(l)>1.5 GeV))",
        "description_tex": "R$_{3}$ ($\\langle{}E{}^{3}_{l}&minus;\\bar E{}^{3}_{l}\\rangle{}_{E_{l}&gt;1.5 GeV}$)",
        "pdgId": "S049EL3"
    },
    {
        "description": "B --> X_s gamma PHOTON ENERGY MOMENTS",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{s}}}}{{\\mathit \\gamma}}$ PHOTON ENERGY MOMENTS",
        "pdgId": "S049250"
    },
    {
        "description": "<E(gamma)>",
        "description_tex": "$\\langle \\mathit E_{{{\\mathit \\gamma}}}\\rangle $",
        "pdgId": "S049GM1"
    },
    {
        "description": "<E(gamma)^2> - <E(gamma)>**2",
        "description_tex": "$\\langle \\mathit E{}^{2}_{{{\\mathit \\gamma}}}\\rangle $ $&minus;$ $\\langle \\mathit E_{{{\\mathit \\gamma}}}\\rangle {}^{2}$",
        "pdgId": "S049GM2"
    },
    {
        "description": "B --> e+ nu_e anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ anything",
        "pdgId": "S049.100"
    },
    {
        "description": "B --> mu+ nu_mu anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ anything",
        "pdgId": "S049.102"
    },
    {
        "description": "B --> lepton+ nu_lepton  anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S049.131"
    },
    {
        "description": "B --> D- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.148"
    },
    {
        "description": "B --> Dbar0 lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.147"
    },
    {
        "description": "B --> Dbar lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.274"
    },
    {
        "description": "B --> D^*()- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.182"
    },
    {
        "description": "B --> D^*()0 lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.183"
    },
    {
        "description": "B --> Dbar^* lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.280"
    },
    {
        "description": "B --> Dbar^* e+ nu_e",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S049.297"
    },
    {
        "description": "B --> Dbar^* mu+ nu_mu",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S049.298"
    },
    {
        "description": "B --> Dbar^** lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{**}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.217"
    },
    {
        "description": "B --> Dbar_1(2420) lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{1}}}{(2420)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.11"
    },
    {
        "description": "B --> Dbar pi lepton+ nu_lepton anything + Dbar^* pi lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything  ${+}$  ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.34"
    },
    {
        "description": "B --> Dbar pi lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.232"
    },
    {
        "description": "B --> Dbar^* pi lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.233"
    },
    {
        "description": "B --> Dbar_2^*(2460) lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.12"
    },
    {
        "description": "B --> D^*()- pi+ lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.13"
    },
    {
        "description": "B --> Dbar pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.285"
    },
    {
        "description": "B --> Dbar^* pi+ pi- lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.286"
    },
    {
        "description": "B --> D_s()- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.36"
    },
    {
        "description": "B --> D_s()- lepton+ nu_lepton K+ anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit K}^{+}}$ anything",
        "pdgId": "S049.37"
    },
    {
        "description": "B --> D_s()- lepton+ nu_lepton K0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit K}^{0}}$ anything",
        "pdgId": "S049.38"
    },
    {
        "description": "B --> X_c lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{c}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.260"
    },
    {
        "description": "B --> X_u lepton+ nu_lepton",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S049.259"
    },
    {
        "description": "B --> X_u e+ nu_e",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S049.295"
    },
    {
        "description": "B --> X_u mu+ nu_mu",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit X}_{{{u}}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S049.296"
    },
    {
        "description": "B --> K+ lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.117"
    },
    {
        "description": "B --> K- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.118"
    },
    {
        "description": "B --> K0/Kbar0 lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$ /${{\\overline{\\mathit K}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S049.119"
    },
    {
        "description": "B --> Dbar tau+ nu_tau",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S049.267"
    },
    {
        "description": "B --> Dbar^* tau+ nu_tau",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S049.268"
    },
    {
        "description": "B --> D+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}$ anything",
        "pdgId": "S049.116"
    },
    {
        "description": "B --> D0/Dbar0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$ /${{\\overline{\\mathit D}}^{0}}$ anything",
        "pdgId": "S049.107"
    },
    {
        "description": "B --> D^*(2010)+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$ anything",
        "pdgId": "S049.111"
    },
    {
        "description": "B --> Dbar^*(2007)0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$ anything",
        "pdgId": "S049.35"
    },
    {
        "description": "B --> D_s()+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything",
        "pdgId": "S049.113"
    },
    {
        "description": "B --> D_s^*()+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\pm}}$ anything",
        "pdgId": "S049.57"
    },
    {
        "description": "B --> D_s^*()+- Dbar**(*)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\pm}}{{\\overline{\\mathit D}}}{}^{(*)}$",
        "pdgId": "S049.58"
    },
    {
        "description": "B --> Dbar D_s0(2317)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}_{{{s0}}}{(2317)}}$",
        "pdgId": "S049.248"
    },
    {
        "description": "B --> Dbar D_sJ(2457)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}_{{{sJ}}}{(2457)}}$",
        "pdgId": "S049.249"
    },
    {
        "description": "B --> D**(*) Dbar**(*) K0 + D**(*) Dbar**(*) K+-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit K}^{0}}{+}$  ${{\\mathit D}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit K}^{\\pm}}$",
        "pdgId": "S049.51"
    },
    {
        "description": "B --> b --> c cbar s",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit b}}$  $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}{{\\mathit s}}$",
        "pdgId": "S049.31"
    },
    {
        "description": "B --> D_s**(*) Dbar**(*)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}{}^{(*)}$  ${{\\overline{\\mathit D}}}{}^{(*)}$",
        "pdgId": "S049.52"
    },
    {
        "description": "B --> D^* D^*(2010)+-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\mathit D}^{*}{(2010)}^{\\pm}}$",
        "pdgId": "S049.54"
    },
    {
        "description": "B --> D D^*(2010)+- + D^* D+-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit D}^{*}{(2010)}^{\\pm}}{+}$  ${{\\mathit D}^{*}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S049.55"
    },
    {
        "description": "B --> D D+-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}}{{\\mathit D}^{\\pm}}$",
        "pdgId": "S049.56"
    },
    {
        "description": "B --> D_s**(*)+- Dbar**(*) X(n pi+-)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}{}^{(*)}{}^{+-}$  ${{\\overline{\\mathit D}}}{}^{(*)}$  ${{\\mathit X}}$ (${{\\mathit n}}{{\\mathit \\pi}^{\\pm}}$)",
        "pdgId": "S049.53"
    },
    {
        "description": "B --> Dbar^*(2010) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2010)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.180"
    },
    {
        "description": "B --> D_s+ pi-,  D_s^*()+ pi-,  D_s+ rho-, D_s^*()+ rho-, D_s+ pi0, D_s^*()+ pi0, D_s+ eta, D_s^*()+ eta, D_s+ rho0, D_s^*()+ rho0, D_s+ omega, D_s^*()+ omega",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{-}}$  ,    ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{-}}$  ,    ${{\\mathit D}_{{{s+}}}}{{\\mathit \\rho}^{-}}$  ,  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{-}}$  ,  ${{\\mathit D}_{{{s+}}}}{{\\mathit \\pi}^{0}}$  ,  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\pi}^{0}}$  ,  ${{\\mathit D}_{{{s+}}}}{{\\mathit \\eta}}$  ,  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\eta}}$  ,  ${{\\mathit D}_{{{s+}}}}{{\\mathit \\rho}^{0}}$  ,  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\rho}^{0}}$  ,  ${{\\mathit D}_{{{s+}}}}{{\\mathit \\omega}}$  ,  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit \\omega}}$",
        "pdgId": "S049.210"
    },
    {
        "description": "B --> D_s1(2536)+ anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{+}}$ anything",
        "pdgId": "S049.32"
    },
    {
        "description": "B --> J/psi(1S) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything",
        "pdgId": "S049.106"
    },
    {
        "description": "B --> J/psi(1S) (direct) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ (direct) anything",
        "pdgId": "S049.23"
    },
    {
        "description": "B --> psi(2S) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$ anything",
        "pdgId": "S049.124"
    },
    {
        "description": "B --> chi_c1(1P) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ anything",
        "pdgId": "S049.170"
    },
    {
        "description": "B --> chi_c1(1P) (direct) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ (direct) anything",
        "pdgId": "S049.24"
    },
    {
        "description": "B --> chi_c2(1P) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything",
        "pdgId": "S049.21"
    },
    {
        "description": "B --> chi_c2(1P) (direct) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ (direct) anything",
        "pdgId": "S049.247"
    },
    {
        "description": "B --> eta_c(1S) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything",
        "pdgId": "S049.22"
    },
    {
        "description": "B --> K chi_c1(3872)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$",
        "pdgId": "S049.292"
    },
    {
        "description": "B --> K X(3940) , X --> D^*()0 D0",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit X}{(3940)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{0}}$",
        "pdgId": "S049.273"
    },
    {
        "description": "B --> K chi_c0(3915) , chi_c0() --> omega J/psi",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}}$",
        "pdgId": "S049.262"
    },
    {
        "description": "B --> K+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}$ anything",
        "pdgId": "S049.105"
    },
    {
        "description": "B --> K+ anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$ anything",
        "pdgId": "S049.120"
    },
    {
        "description": "B --> K- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{-}}$ anything",
        "pdgId": "S049.121"
    },
    {
        "description": "B --> K0/Kbar0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$ /${{\\overline{\\mathit K}}^{0}}$ anything",
        "pdgId": "S049.122"
    },
    {
        "description": "B --> K^*(892)+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}$ anything",
        "pdgId": "S049.223"
    },
    {
        "description": "B --> K^*(892)0/Kbar^*(892)0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}$ /${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ anything",
        "pdgId": "S049.224"
    },
    {
        "description": "B --> K^*(892) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.126"
    },
    {
        "description": "B --> eta K gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.263"
    },
    {
        "description": "B --> K_1(1400) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.127"
    },
    {
        "description": "B --> K_2^*(1430) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.128"
    },
    {
        "description": "B --> K_2(1770) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}{(1770)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.179"
    },
    {
        "description": "B --> K_3^*(1780) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.129"
    },
    {
        "description": "B --> K_4^*(2045) gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.178"
    },
    {
        "description": "B --> K eta^'(958)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S049.226"
    },
    {
        "description": "B --> K^*(892) eta^'(958)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "S049.227"
    },
    {
        "description": "B --> K eta",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\eta}}$",
        "pdgId": "S049.228"
    },
    {
        "description": "B --> K^*(892) eta",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\eta}}$",
        "pdgId": "S049.229"
    },
    {
        "description": "B --> K phi phi",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S049.250"
    },
    {
        "description": "B --> bbar --> sbar gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.225"
    },
    {
        "description": "B --> bbar --> dbar gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit d}}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.270"
    },
    {
        "description": "B --> bbar --> sbar gluon",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit s}}}$ gluon",
        "pdgId": "S049.20"
    },
    {
        "description": "B --> eta anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}$ $~$anything",
        "pdgId": "S049.47"
    },
    {
        "description": "B --> eta^' anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$ $~$anything",
        "pdgId": "S049.48"
    },
    {
        "description": "B --> K+  gluon (charmless)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{+}}$  gluon (charmless)",
        "pdgId": "S049.276"
    },
    {
        "description": "B --> K0  gluon (charmless)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{0}}$  gluon (charmless)",
        "pdgId": "S049.277"
    },
    {
        "description": "B --> rho gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.230"
    },
    {
        "description": "B --> rho/omega gamma",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}$ /${{\\mathit \\omega}}{{\\mathit \\gamma}}$",
        "pdgId": "S049.261"
    },
    {
        "description": "B --> pi+- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$ $~$anything",
        "pdgId": "S049.220"
    },
    {
        "description": "B --> pi0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$ $~$anything",
        "pdgId": "S049.240"
    },
    {
        "description": "B --> eta anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\eta}}$ $~$anything",
        "pdgId": "S049.39"
    },
    {
        "description": "B --> rho0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}$ anything",
        "pdgId": "S049.221"
    },
    {
        "description": "B --> omega anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\omega}}$ $~$anything",
        "pdgId": "S049.222"
    },
    {
        "description": "B --> phi anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\phi}}$ $~$anything",
        "pdgId": "S049.114"
    },
    {
        "description": "B --> phi K^*(892)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "S049.46"
    },
    {
        "description": "B --> bbar --> dbar gluon",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit b}}}$  $\\rightarrow$   ${{\\overline{\\mathit d}}}$ $~$gluon",
        "pdgId": "S049.278"
    },
    {
        "description": "B --> pi+ gluon (charmless)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}$ $~$gluon (charmless)",
        "pdgId": "S049.279"
    },
    {
        "description": "B --> Lambda_c()+ /Lambdabar_c()- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ /${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything",
        "pdgId": "S049.115"
    },
    {
        "description": "B --> Lambda_c()+ anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$ anything",
        "pdgId": "S049.40"
    },
    {
        "description": "B --> Lambdabar_c()- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}$ anything",
        "pdgId": "S049.41"
    },
    {
        "description": "B --> Lambdabar_c()- lepton+  anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\ell}^{+}}$  anything",
        "pdgId": "S049.281"
    },
    {
        "description": "B --> Lambdabar_c()- e+  anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit e}^{+}}$  anything",
        "pdgId": "S049.14"
    },
    {
        "description": "B --> Lambdabar_c()- mu+  anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit \\mu}^{+}}$  anything",
        "pdgId": "S049.282"
    },
    {
        "description": "B --> Lambdabar_c()- p anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}$ anything",
        "pdgId": "S049.16"
    },
    {
        "description": "B --> Lambdabar_c()- p e+ nu_e",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{c}}}^{-}}{{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S049.17"
    },
    {
        "description": "B --> Sigmabar_c()-- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{--}}$ anything",
        "pdgId": "S049.201"
    },
    {
        "description": "B --> Sigmabar_c()- anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{-}}$ anything",
        "pdgId": "S049.202"
    },
    {
        "description": "B --> Sigmabar_c()0 anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{0}}$ anything",
        "pdgId": "S049.203"
    },
    {
        "description": "B --> Sigmabar_c()0 N (N = p or n)",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}_{{{c}}}^{0}}{{\\mathit N}}$ (${{\\mathit N}}$ = ${{\\mathit p}}$ or ${{\\mathit n}}$)",
        "pdgId": "S049.205"
    },
    {
        "description": "B --> Xi_c()0 anything , Xi_c()0 --> Xi- pi+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{0}}$ anything   ,   ${{\\mathit \\Xi}_{{{c}}}^{0}}$  $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S049.44"
    },
    {
        "description": "B --> Xi_c()+ , Xi_c()+ --> Xi- pi+ pi+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{c}}}^{+}}$  ,   ${{\\mathit \\Xi}_{{{c}}}^{+}}$  $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S049.45"
    },
    {
        "description": "B --> p/pbar anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$ anything",
        "pdgId": "S049.108"
    },
    {
        "description": "B --> p/pbar (direct) anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$ (direct) anything",
        "pdgId": "S049.132"
    },
    {
        "description": "B --> pbar e+ nu_e anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ anything",
        "pdgId": "S049.140"
    },
    {
        "description": "B --> Lambda/Lambdabar anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$ anything",
        "pdgId": "S049.109"
    },
    {
        "description": "B --> Lambda anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ anything",
        "pdgId": "S049.42"
    },
    {
        "description": "B --> Lambdabar anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}$ anything",
        "pdgId": "S049.43"
    },
    {
        "description": "B --> Xi-/Xibar+ anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}$ /${{\\overline{\\mathit \\Xi}}^{+}}$ anything",
        "pdgId": "S049.133"
    },
    {
        "description": "B --> baryons anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   baryons anything",
        "pdgId": "S049.134"
    },
    {
        "description": "B --> p pbar anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$ anything",
        "pdgId": "S049.135"
    },
    {
        "description": "B --> Lambda pbar/Lambdabar p anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}$ /${{\\overline{\\mathit \\Lambda}}}{{\\mathit p}}$ anything",
        "pdgId": "S049.136"
    },
    {
        "description": "B --> Lambda Lambdabar anything",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$ anything",
        "pdgId": "S049.137"
    },
    {
        "description": "B --> s e+ e-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S049.103"
    },
    {
        "description": "B --> s mu+ mu-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S049.104"
    },
    {
        "description": "B --> s lepton+ lepton-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S049.59"
    },
    {
        "description": "B --> pi lepton+ lepton-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S049.266"
    },
    {
        "description": "B --> pi e+ e-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S049.283"
    },
    {
        "description": "B --> pi mu+ mu-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S049.284"
    },
    {
        "description": "B --> K e+ e-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S049.234"
    },
    {
        "description": "B --> K^*(892) e+ e-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S049.235"
    },
    {
        "description": "B --> K mu+ mu-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S049.236"
    },
    {
        "description": "B --> K^*(892) mu+ mu-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S049.237"
    },
    {
        "description": "B --> K lepton+ lepton-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S049.238"
    },
    {
        "description": "B --> K^*(892) lepton+ lepton-",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S049.239"
    },
    {
        "description": "B --> K nu nubar",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S049.275"
    },
    {
        "description": "B --> K^*() nu nubar",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S049.269"
    },
    {
        "description": "B --> pi nu nubar",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S049.287"
    },
    {
        "description": "B --> rho nu nubar",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S049.288"
    },
    {
        "description": "B --> s e+- mu-+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit s}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S049.33"
    },
    {
        "description": "B --> pi e+- mu-+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S049.243"
    },
    {
        "description": "B --> rho e+- mu-+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S049.244"
    },
    {
        "description": "B --> K e+- mu-+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S049.241"
    },
    {
        "description": "B --> K^*(892) e+- mu-+",
        "description_tex": "${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S049.242"
    },
    {
        "description": "B+-/B0/B_s()0/b-baryon ADMIXTURE",
        "description_tex": "${{\\mathit B}^{\\pm}}/{{\\mathit B}^{0}}/{{\\mathit B}_{{{s}}}^{0}}/{{\\mathit b}}$-baryon ADMIXTURE",
        "pdgId": "S051"
    },
    {
        "description": "B+-/B0/B_s0/b-baryon ADMIXTURE MEAN LIFE",
        "description_tex": "${{\\mathit B}^{\\pm}}/{{\\mathit B}^{0}}/{{\\mathit B}_{{{s}}}^{0}}/{{\\mathit b}}$-baryon ADMIXTURE MEAN LIFE",
        "pdgId": "S051T"
    },
    {
        "description": "CHARGED b-HADRON ADMIXTURE MEAN LIFE",
        "description_tex": "CHARGED ${{\\mathit b}}$-HADRON ADMIXTURE MEAN LIFE",
        "pdgId": "S051T1"
    },
    {
        "description": "NEUTRAL b-HADRON ADMIXTURE MEAN LIFE",
        "description_tex": "NEUTRAL ${{\\mathit b}}$-HADRON ADMIXTURE MEAN LIFE",
        "pdgId": "S051T2"
    },
    {
        "description": "MEAN LIFE RATIO meanlife(chargedb-hadron)/meanlife(neutralb-hadron)",
        "description_tex": "MEAN LIFE RATIO ${\\mathit \\tau}_{\\mathrm {charged~{{\\mathit b}}-hadron}}/{\\mathit \\tau}_{\\mathrm {neutral~{{\\mathit b}}-hadron}}$",
        "pdgId": "S051DT"
    },
    {
        "description": "|Deltameanlife(b)|/meanlife(b,bbar)",
        "description_tex": "$\\vert \\Delta {\\mathit \\tau}_{{{\\mathit b}}}\\vert /{\\mathit \\tau}_{\\mathrm {{{\\mathit b}},{{\\overline{\\mathit b}}}}}$",
        "pdgId": "S051DTB"
    },
    {
        "description": "G(bbar --> B+)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R9"
    },
    {
        "description": "G(bbar --> B+)/G(bbar --> B0)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}})$",
        "pdgId": "S051R69"
    },
    {
        "description": "G(bbar --> B_s0)/G(bbar --> B+)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}})/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})$",
        "pdgId": "S051R41"
    },
    {
        "description": "G(bbar --> B_s0)/[G(bbar --> B+)+ G(bbar --> B0)]",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}})/[\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}})\\rbrack{}$",
        "pdgId": "S051R2"
    },
    {
        "description": "G(bbar --> B_s0)/G(bbar --> B0)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}})/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}})$",
        "pdgId": "S051R01"
    },
    {
        "description": "G(bbar --> B_c+)/[G(bbar --> B+)+ G(bbar --> B0)]",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}})/[\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}})\\rbrack{}$",
        "pdgId": "S051R39"
    },
    {
        "description": "G(bbar --> b-baryon)/[G(bbar --> B+)+ G(bbar --> B0)]",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon$)/[\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}})$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}})\\rbrack{}$",
        "pdgId": "S051R3"
    },
    {
        "description": "G(bbar --> nu  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\nu}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R6"
    },
    {
        "description": "G(bbar --> lepton+ nu_lepton  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S45"
    },
    {
        "description": "G(bbar --> e+ nu(e)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S1"
    },
    {
        "description": "G(bbar --> mu+ nu_mu  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S2"
    },
    {
        "description": "G(bbar --> D- lepton+ nu_lepton  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R15"
    },
    {
        "description": "G(bbar --> D- pi+ lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R60"
    },
    {
        "description": "G(bbar --> D- pi- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R63"
    },
    {
        "description": "G(bbar --> Dbar0 lepton+ nu_lepton  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R16"
    },
    {
        "description": "G(bbar --> Dbar0 pi- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R59"
    },
    {
        "description": "G(bbar --> Dbar0 pi+ lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R62"
    },
    {
        "description": "G(bbar --> D*- lepton+ nu_lepton  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R17"
    },
    {
        "description": "G(bbar --> D*- pi- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R64"
    },
    {
        "description": "G(bbar --> D*- pi+ lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R61"
    },
    {
        "description": "G(bbar --> Dbar_j0 lepton+ nu_lepton  anything  x  Dbar_j0 --> D*+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{j}}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{j}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R18"
    },
    {
        "description": "G(bbar --> D_j- lepton+ nu_lepton  anything  x  D_j- --> D0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{j}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\mathit D}_{{{j}}}^{-}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R19"
    },
    {
        "description": "G(bbar --> Dbar_2*(2460)0 lepton+ nu_lepton  anything  x  Dbar_2*(2460)0 --> D*- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R21"
    },
    {
        "description": "G(bbar --> D_2*(2460)- lepton+ nu_lepton  anything  x  D_2*(2460)- --> D0 pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R22"
    },
    {
        "description": "G(bbar --> Dbar_2*(2460)0 lepton+ nu_lepton  anything  x  Dbar_2*(2460)0 --> D- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R68"
    },
    {
        "description": "G(bbar --> charmless  lepton nubar_lepton)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   charmless   ${{\\mathit \\ell}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R31"
    },
    {
        "description": "G(bbar --> tau+ nu_tau  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S46"
    },
    {
        "description": "G(bbar --> D*- tau nu_tau  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R66"
    },
    {
        "description": "Gamma(bbar --> cbar --> lepton- nubar_lepton anything)/Gamma(total)",
        "description_tex": "$\\Gamma\\mathrm {({{\\overline{\\mathit b}}}   \\rightarrow   {{\\overline{\\mathit c}}}  \\rightarrow   {{\\mathit \\ell}^{-}} {{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}} anything)}/\\Gamma _{{\\mathrm {total}}}$",
        "pdgId": "S051S94"
    },
    {
        "description": "G(bbar --> c --> lepton+ nu anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit c}}$  $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R8"
    },
    {
        "description": "G(bbar --> Dbar0  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R24"
    },
    {
        "description": "G(bbar --> D0 D_s+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}_{{{s+-}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R51"
    },
    {
        "description": "G(bbar --> D-+ D_s+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{\\mp}}{{\\mathit D}_{{{s+-}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R52"
    },
    {
        "description": "[G(bbar --> D0 D_s+-  anything)/G(total)+ G(bbar --> D-+ D_s+-  anything)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}_{{{s+-}}}}$  anything$)/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{\\mp}}{{\\mathit D}_{{{s+-}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R53"
    },
    {
        "description": "G(bbar --> Dbar0 D0  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R47"
    },
    {
        "description": "G(bbar --> D0 D+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{\\pm}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R48"
    },
    {
        "description": "[G(bbar --> Dbar0 D0  anything)/G(total)+ G(bbar --> D0 D+-  anything)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$  anything$)/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{\\pm}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R50"
    },
    {
        "description": "G(bbar --> D+- D-+  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}{{\\mathit D}^{\\mp}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R49"
    },
    {
        "description": "[G(bbar --> D0  anything)/G(total)+ G(bbar --> D+  anything)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$  anything$)/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{+}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R70"
    },
    {
        "description": "G(bbar --> D-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R25"
    },
    {
        "description": "G(bbar --> D*(2010)+  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R46"
    },
    {
        "description": "G(bbar --> D_1(2420)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R32"
    },
    {
        "description": "G(bbar --> D*(2010)-+ D_s+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}_{{{s+-}}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R54"
    },
    {
        "description": "G(bbar --> D0 D*(2010)+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{\\pm}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R55"
    },
    {
        "description": "G(bbar --> D*(2010)+- D-+  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}{{\\mathit D}^{\\mp}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R56"
    },
    {
        "description": "G(bbar --> D*(2010)+- D*(2010)-+  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}{{\\mathit D}^{*}{(2010)}^{\\mp}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R57"
    },
    {
        "description": "G(bbar --> Dbar D  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R90"
    },
    {
        "description": "G(bbar --> D_2*(2460)0 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R33"
    },
    {
        "description": "G(bbar --> D_s^-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R26"
    },
    {
        "description": "G(bbar --> D_s+  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R71"
    },
    {
        "description": "Gamma(b --> Lambda_c+  anything)/Gamma(total)",
        "description_tex": "$\\Gamma\\mathrm {({{\\mathit b}}   \\rightarrow   {{\\mathit \\Lambda}_{{{c+}}}}  anything)}/\\Gamma _{{\\mathrm {total}}}$",
        "pdgId": "S051R27"
    },
    {
        "description": "G(bbar --> cbar/c hglue 1mm anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}$ /${{\\mathit c}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R28"
    },
    {
        "description": "G(bbar --> J/psi(1S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S7"
    },
    {
        "description": "G(bbar --> psi(2S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S25"
    },
    {
        "description": "G(bbar --> psi(2S)  anything)/G(bbar --> J/psi(1S)  anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$  anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$  anything$)$",
        "pdgId": "S051R95"
    },
    {
        "description": "G(bbar --> chi_c0(1P) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R43"
    },
    {
        "description": "G(bbar --> chi_c0(1P) anything)/G(bbar --> eta_c(1S) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)$",
        "pdgId": "S051R00"
    },
    {
        "description": "G(bbar --> chi_c1(1P)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R89"
    },
    {
        "description": "G(bbar --> chi_c1(1P)  anything)/G(bbar --> J/psi(1S)  anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$  anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$  anything$)$",
        "pdgId": "S051S59"
    },
    {
        "description": "G(bbar --> chi_c1(1P)  anything)/G(bbar --> chi_c0(1P) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$  anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ anything$)$",
        "pdgId": "S051R05"
    },
    {
        "description": "G(bbar --> chi_c1(1P)  anything)/G(bbar --> eta_c(1S) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$  anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)$",
        "pdgId": "S051R03"
    },
    {
        "description": "G(bbar --> chi_c2(1P) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R44"
    },
    {
        "description": "G(bbar --> chi_c2(1P) anything)/G(bbar --> chi_c0(1P) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ anything$)$",
        "pdgId": "S051R06"
    },
    {
        "description": "G(bbar --> chi_c2(1P) anything)/G(bbar --> eta_c(1S) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)$",
        "pdgId": "S051R04"
    },
    {
        "description": "G(bbar --> chi_c(2P) anything  ,  chi_c --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c}}}{(2P)}}$ anything   ,   ${{\\mathit \\chi}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R30"
    },
    {
        "description": "G(bbar --> eta_c(1S) anything)/G(bbar --> J/psi(1S)  anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$  anything$)$",
        "pdgId": "S051R40"
    },
    {
        "description": "G(bbar --> eta_c(2S) anything  ,  eta_c --> phi phi)/G(bbar --> eta_c(1S) anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$ anything   ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything$)$",
        "pdgId": "S051R07"
    },
    {
        "description": "G(bbar --> chi_c1(3872) anything  ,  chi_c1 --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ anything   ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R08"
    },
    {
        "description": "G(bbar --> chi_c0(3915) anything  ,  chi_c0 --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}$ anything   ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R09"
    },
    {
        "description": "G(bbar --> sbar gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S58"
    },
    {
        "description": "G(bbar --> sbar nubar nu)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R67"
    },
    {
        "description": "G(bbar --> K+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R10"
    },
    {
        "description": "G(bbar --> K0S  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R11"
    },
    {
        "description": "G(bbar --> pi+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R34"
    },
    {
        "description": "G(bbar --> pi0  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R5"
    },
    {
        "description": "G(bbar --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\phi}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R58"
    },
    {
        "description": "G(bbar --> p/pbar  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R12"
    },
    {
        "description": "G(bbar --> Lambda/Lambdabar  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R13"
    },
    {
        "description": "G(bbar --> b-baryon  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R35"
    },
    {
        "description": "G(bbar --> Xi_b+  anything)/G(bbar --> Lambdabar_b0  anything)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{b+}}}}$  anything$)/\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{b}}}^{0}}$  anything$)$",
        "pdgId": "S051R36"
    },
    {
        "description": "G(bbar --> charged anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   charged anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R14"
    },
    {
        "description": "G(bbar --> hadron^+ hadron^-)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   hadron${}^{+}$ hadron${}^{-})/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R29"
    },
    {
        "description": "G(bbar --> charmless)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   charmless$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R7"
    },
    {
        "description": "G(bbar --> mu+ mu-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S4"
    },
    {
        "description": "[G(bbar --> e+ e-  anything)/G(total)+ G(bbar --> mu+ mu-  anything)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$  anything$)/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051S5"
    },
    {
        "description": "G(bbar --> nu nubar  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S051R20"
    },
    {
        "description": "chi(b) AT HIGH ENERGY",
        "description_tex": "$\\chi _{\\mathit b}$ AT HIGH ENERGY",
        "pdgId": "S051CB"
    },
    {
        "description": "CP VIOLATION PARAMETERS in semileptonic b-hadron decays.",
        "description_tex": "$\\mathit CP$ VIOLATION PARAMETERS in semileptonic ${\\mathit {\\mathit b}}$-hadron decays.",
        "pdgId": "S051240"
    },
    {
        "description": "Re(epsilon(b)) / (1 + |epsilon(b) |**2)",
        "description_tex": "Re($\\epsilon _{{\\mathit {\\mathit b}}}$) / (1 + $\\vert \\epsilon _{{\\mathit {\\mathit b}}}$ $\\vert {}^{2}$)",
        "pdgId": "S051EPS"
    },
    {
        "description": "PRODUCTION ASYMMETRIES",
        "description_tex": "PRODUCTION ASYMMETRIES",
        "pdgId": "S051225"
    },
    {
        "description": "A(C)**b bbar",
        "description_tex": "A${}^{{{\\mathit b}} {{\\overline{\\mathit b}}}}_{C}$",
        "pdgId": "S051PAY"
    },
    {
        "description": "bbar --> B+",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{+}}$",
        "pdgId": "S051.1"
    },
    {
        "description": "bbar --> B0",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}^{0}}$",
        "pdgId": "S051.2"
    },
    {
        "description": "bbar --> B_s()0",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}$",
        "pdgId": "S051.3"
    },
    {
        "description": "bbar --> B_c()+",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}}$",
        "pdgId": "S051.235"
    },
    {
        "description": "bbar --> b-baryon",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon",
        "pdgId": "S051.4"
    },
    {
        "description": "bbar --> nu  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\nu}}$  anything",
        "pdgId": "S051.23"
    },
    {
        "description": "bbar --> lepton+ nu_lepton  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S051.131"
    },
    {
        "description": "bbar --> e+ nu_e  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$  anything",
        "pdgId": "S051.100"
    },
    {
        "description": "bbar --> mu+ nu_mu  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  anything",
        "pdgId": "S051.102"
    },
    {
        "description": "bbar --> D- lepton+ nu_lepton  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S051.15"
    },
    {
        "description": "bbar --> D- pi+ lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.58"
    },
    {
        "description": "bbar --> D- pi- lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.61"
    },
    {
        "description": "bbar --> Dbar0 lepton+ nu_lepton  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S051.16"
    },
    {
        "description": "bbar --> Dbar0 pi- lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.57"
    },
    {
        "description": "bbar --> Dbar0 pi+ lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.60"
    },
    {
        "description": "bbar --> D^*()- lepton+ nu_lepton  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S051.17"
    },
    {
        "description": "bbar --> D^*()- pi- lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.62"
    },
    {
        "description": "bbar --> D^*()- pi+ lepton+ nu_lepton anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S051.59"
    },
    {
        "description": "bbar --> Dbar_j()0 lepton+ nu_lepton  anything x B(Dbar_j()0 --> D^*()+ pi-)",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{j}}}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{j}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S051.18"
    },
    {
        "description": "bbar --> D_j()- lepton+ nu_lepton  anything x B(D_j()- --> D0 pi-)",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{j}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\mathit D}_{{{j}}}^{-}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S051.19"
    },
    {
        "description": "bbar --> Dbar_2^*(2460)0 lepton+ nu_lepton  anything x B(Dbar_2^*(2460)0 --> D^*()- pi+)",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S051.21"
    },
    {
        "description": "bbar --> D_2^*(2460)- lepton+ nu_lepton  anything x B(D_2^*(2460)- --> D0 pi-)",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\mathit D}_{{{2}}}^{*}{(2460)}^{-}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S051.22"
    },
    {
        "description": "bbar --> Dbar_2^*(2460)0 lepton+ nu_lepton  anything x B(Dbar_2^*(2460)0 --> D- pi+)",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$  anything ${\\times }$ B(${{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$)",
        "pdgId": "S051.220"
    },
    {
        "description": "bbar --> charmless  lepton nubar_lepton",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   charmless   ${{\\mathit \\ell}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}}$",
        "pdgId": "S051.31"
    },
    {
        "description": "bbar --> tau+ nu_tau  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$  anything",
        "pdgId": "S051.172"
    },
    {
        "description": "bbar --> D^*()- tau nu_tau  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\tau}}{{\\mathit \\nu}_{{{\\tau}}}}$  anything",
        "pdgId": "S051.64"
    },
    {
        "description": "bbar --> cbar --> lepton- nubar_lepton  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}$  $\\rightarrow$   ${{\\mathit \\ell}^{-}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}}$  anything",
        "pdgId": "S051.219"
    },
    {
        "description": "bbar --> c --> lepton+ nu anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit c}}$  $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$ anything",
        "pdgId": "S051.66"
    },
    {
        "description": "bbar --> Dbar0  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}$  anything",
        "pdgId": "S051.24"
    },
    {
        "description": "bbar --> D0 D_s+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}_{{{s+-}}}}$  anything",
        "pdgId": "S051.50"
    },
    {
        "description": "bbar --> D-+ D_s+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{\\mp}}{{\\mathit D}_{{{s+-}}}}$  anything",
        "pdgId": "S051.51"
    },
    {
        "description": "bbar --> Dbar0 D0  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$  anything",
        "pdgId": "S051.47"
    },
    {
        "description": "bbar --> D0 D+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{\\pm}}$  anything",
        "pdgId": "S051.48"
    },
    {
        "description": "bbar --> D+- D-+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{\\pm}}{{\\mathit D}^{\\mp}}$  anything",
        "pdgId": "S051.49"
    },
    {
        "description": "bbar --> D0  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$  anything",
        "pdgId": "S051.32"
    },
    {
        "description": "bbar --> D+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{+}}$  anything",
        "pdgId": "S051.33"
    },
    {
        "description": "bbar --> D-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{-}}$  anything",
        "pdgId": "S051.25"
    },
    {
        "description": "bbar --> D^*(2010)+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}$  anything",
        "pdgId": "S051.46"
    },
    {
        "description": "bbar --> D_1(2420)0 anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}^{0}}$ anything",
        "pdgId": "S051.42"
    },
    {
        "description": "bbar --> D^*(2010)-+ D_s+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\mp}}{{\\mathit D}_{{{s+-}}}}$  anything",
        "pdgId": "S051.52"
    },
    {
        "description": "bbar --> D0 D^*(2010)+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{\\pm}}$  anything",
        "pdgId": "S051.53"
    },
    {
        "description": "bbar --> D^*(2010)+- D-+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}{{\\mathit D}^{\\mp}}$  anything",
        "pdgId": "S051.54"
    },
    {
        "description": "bbar --> D^*(2010)+- D^*(2010)-+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}{{\\mathit D}^{*}{(2010)}^{\\mp}}$  anything",
        "pdgId": "S051.55"
    },
    {
        "description": "bbar --> Dbar D  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}}{{\\mathit D}}$  anything",
        "pdgId": "S051.68"
    },
    {
        "description": "bbar --> D_2^*(2460)0 anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{2}}}^{*}{(2460)}^{0}}$ anything",
        "pdgId": "S051.43"
    },
    {
        "description": "bbar --> D_s^-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}$  anything",
        "pdgId": "S051.26"
    },
    {
        "description": "bbar --> D_s()+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}$  anything",
        "pdgId": "S051.34"
    },
    {
        "description": "bbar --> Lambda_c^+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}$  anything",
        "pdgId": "S051.27"
    },
    {
        "description": "bbar --> cbar/c  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit c}}}$ /${{\\mathit c}}$  anything",
        "pdgId": "S051.28"
    },
    {
        "description": "bbar --> J/psi(1S)  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$  anything",
        "pdgId": "S051.106"
    },
    {
        "description": "bbar --> psi(2S)  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$  anything",
        "pdgId": "S051.124"
    },
    {
        "description": "bbar --> chi_c0(1P) anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ anything",
        "pdgId": "S051.221"
    },
    {
        "description": "bbar --> chi_c1(1P)  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$  anything",
        "pdgId": "S051.170"
    },
    {
        "description": "bbar --> chi_c2(1P) anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ anything",
        "pdgId": "S051.222"
    },
    {
        "description": "bbar --> chi_c(2P) anything , chi_c --> phi phi",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c}}}{(2P)}}$ anything   ,   ${{\\mathit \\chi}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S051.231"
    },
    {
        "description": "bbar --> eta_c(1S) anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}$ anything",
        "pdgId": "S051.223"
    },
    {
        "description": "bbar --> eta_c(2S) anything , eta_c --> phi phi",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(2S)}}$ anything   ,   ${{\\mathit \\eta}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S051.228"
    },
    {
        "description": "bbar --> chi_c1(3872) anything , chi_c1 --> phi phi",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ anything   ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S051.229"
    },
    {
        "description": "bbar --> chi_c0(3915) anything , chi_c0() --> phi phi",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}{(3915)}}$ anything   ,   ${{\\mathit \\chi}_{{{c0}}}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S051.230"
    },
    {
        "description": "bbar --> sbar gamma",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\mathit \\gamma}}$",
        "pdgId": "S051.185"
    },
    {
        "description": "bbar --> sbar nubar nu",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit s}}}{{\\overline{\\mathit \\nu}}}{{\\mathit \\nu}}$",
        "pdgId": "S051.65"
    },
    {
        "description": "bbar --> K+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit K}^{\\pm}}$  anything",
        "pdgId": "S051.10"
    },
    {
        "description": "bbar --> K0S  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$   anything",
        "pdgId": "S051.11"
    },
    {
        "description": "bbar --> pi+-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}$  anything",
        "pdgId": "S051.44"
    },
    {
        "description": "bbar --> pi0  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}$  anything",
        "pdgId": "S051.5"
    },
    {
        "description": "bbar --> phi  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\phi}}$  anything",
        "pdgId": "S051.56"
    },
    {
        "description": "bbar --> p/pbar  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit p}}$ /${{\\overline{\\mathit p}}}$  anything",
        "pdgId": "S051.12"
    },
    {
        "description": "bbar --> Lambda/Lambdabar  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}$ /${{\\overline{\\mathit \\Lambda}}}$  anything",
        "pdgId": "S051.13"
    },
    {
        "description": "bbar --> b-baryon  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit b}}$ -baryon   anything",
        "pdgId": "S051.45"
    },
    {
        "description": "bbar --> Lambdabar_b()0  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}_{{{b}}}^{0}}$  anything",
        "pdgId": "S051.232"
    },
    {
        "description": "bbar --> Xi_b+  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\Xi}_{{{b+}}}}$  anything",
        "pdgId": "S051.233"
    },
    {
        "description": "bbar --> charged anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   charged anything",
        "pdgId": "S051.14"
    },
    {
        "description": "bbar --> hadron+ hadron-",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   hadron${}^{+}$ hadron${}^{-}$",
        "pdgId": "S051.29"
    },
    {
        "description": "bbar --> charmless",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   charmless",
        "pdgId": "S051.7"
    },
    {
        "description": "bbar --> e+ e-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$  anything",
        "pdgId": "S051.103"
    },
    {
        "description": "bbar --> mu+ mu-  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  anything",
        "pdgId": "S051.104"
    },
    {
        "description": "bbar --> nu nubar  anything",
        "description_tex": "${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$  anything",
        "pdgId": "S051.20"
    },
    {
        "description": "V(cb) and V(ub) CKM Matrix Elements",
        "description_tex": "$\\mathit V_{cb}$ and $\\mathit V_{ub}$ CKM Matrix Elements",
        "pdgId": "S052"
    },
    {
        "description": "V_(cb) MEASUREMENTS",
        "description_tex": "${\\it V}_{\\it cb}$ MEASUREMENTS",
        "pdgId": "S052220"
    },
    {
        "description": "|V_(cb)| * F(1) (from B0 --> D*- lepton+ nu)",
        "description_tex": "$\\vert {\\it V}_{\\it cb}\\vert $ ${\\times }$ $\\mathit F$(1) (from ${{\\mathit B}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$)",
        "pdgId": "S052CB1"
    },
    {
        "description": "|V_(cb)| * G(1) (from B --> D- lepton+ nu)",
        "description_tex": "$\\vert {\\it V}_{\\it cb}\\vert $ ${\\times }$ $\\mathit G$(1) (from ${{\\mathit B}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}}$)",
        "pdgId": "S052CB2"
    },
    {
        "description": "|V(cb)| (from D_s*- mu+ nu_mu)",
        "description_tex": "$\\vert V_{cb}\\vert $ (from ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$)",
        "pdgId": "S052A00"
    },
    {
        "description": "B^*",
        "description_tex": "${{\\mathit B}^{*}}$",
        "pdgId": "S085"
    },
    {
        "description": "B* MASS",
        "description_tex": "${{\\mathit B}^{*}}$ MASS",
        "pdgId": "S085M"
    },
    {
        "description": "mass(B*)-mass(B)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}^{*}}}-{\\mathit m}_{{{\\mathit B}}}$",
        "pdgId": "S085DM"
    },
    {
        "description": "mass(B*+)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}^{*+}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "S085DM+"
    },
    {
        "description": "|(mass(B*+)-mass(B+)) - (mass(B*0)-mass(B0))|",
        "description_tex": "$\\vert ({\\mathit m}_{{{\\mathit B}^{*+}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$) $-$ (${\\mathit m}_{{{\\mathit B}^{*0}}}-{\\mathit m}_{{{\\mathit B}^{0}}})\\vert $",
        "pdgId": "S085MD"
    },
    {
        "description": "mass(B*0)-mass(B*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}^{*0}}}-{\\mathit m}_{{{\\mathit B}^{*+}}}$",
        "pdgId": "S085D0+"
    },
    {
        "description": "B^* --> B gamma",
        "description_tex": "${{\\mathit B}^{*}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\gamma}}$",
        "pdgId": "S085.1"
    },
    {
        "description": "B_1(5721)",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}}$",
        "pdgId": "M244"
    },
    {
        "description": "B_{{1}}(5721) MASS",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}}$ MASS",
        "pdgId": "M244205"
    },
    {
        "description": "B_1(5721)+ mass",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}^{+}}$ mass",
        "pdgId": "M244M+"
    },
    {
        "description": "mass(B_1+)-mass(B*0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{1}}}^{+}}}-{\\mathit m}_{{{\\mathit B}^{*0}}}$",
        "pdgId": "M244DM+"
    },
    {
        "description": "B_1(5721)0 mass",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}^{0}}$ mass",
        "pdgId": "M244M0"
    },
    {
        "description": "mass(B_10)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{1}}}^{0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "M244DM0"
    },
    {
        "description": "mass(B_10)-mass(B*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{1}}}^{0}}}-{\\mathit m}_{{{\\mathit B}^{*+}}}$",
        "pdgId": "M244DM1"
    },
    {
        "description": "B_{{1}}(5721) WIDTH",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}}$ WIDTH",
        "pdgId": "M244210"
    },
    {
        "description": "B_1(5721)+ width",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}^{+}}$ width",
        "pdgId": "M244W+"
    },
    {
        "description": "B_1(5721)0 width",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}^{0}}$ width",
        "pdgId": "M244W0"
    },
    {
        "description": "G(B_1(5721) --> B* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{1}}}{(5721)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M244R01"
    },
    {
        "description": "B_1(5721) --> B^*() pi",
        "description_tex": "${{\\mathit B}_{{{1}}}{(5721)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M244.1"
    },
    {
        "description": "B_J^*(5732)",
        "description_tex": "${{\\mathit B}_{{{J}}}^{*}{(5732)}}$",
        "pdgId": "M151"
    },
    {
        "description": "B_J*(5732) MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}^{*}{(5732)}}$ MASS",
        "pdgId": "M151M"
    },
    {
        "description": "B_J*(5732) WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}^{*}{(5732)}}$ WIDTH",
        "pdgId": "M151W"
    },
    {
        "description": "G(B_J*(5732) --> B* pi (X))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{J}}}^{*}{(5732)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$ (X)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M151R1"
    },
    {
        "description": "B_J^*(5732) --> B^* pi + B pi",
        "description_tex": "${{\\mathit B}_{{{J}}}^{*}{(5732)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}{+}$  ${{\\mathit B}}{{\\mathit \\pi}}$",
        "pdgId": "M151.1"
    },
    {
        "description": "B_J^*(5732) --> B^* pi (X)",
        "description_tex": "${{\\mathit B}_{{{J}}}^{*}{(5732)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$ (X)",
        "pdgId": "M151.2"
    },
    {
        "description": "B_2^*(5747)",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}}$",
        "pdgId": "M245"
    },
    {
        "description": "B_{{2}}^*(5747) MASS",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}}$ MASS",
        "pdgId": "M245205"
    },
    {
        "description": "B_2*(5747)+ mass",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}^{+}}$ mass",
        "pdgId": "M245M+"
    },
    {
        "description": "mass(B_2*+)-mass(B0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{2}}}^{*+}}}-{\\mathit m}_{{{\\mathit B}^{0}}}$",
        "pdgId": "M245DM+"
    },
    {
        "description": "B_2*(5747)0 mass",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}^{0}}$ mass",
        "pdgId": "M245M0"
    },
    {
        "description": "mass(B_2*0)-mass(B_10)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{2}}}^{*0}}}-{\\mathit m}_{{{\\mathit B}_{{{1}}}^{0}}}$",
        "pdgId": "M245DM0"
    },
    {
        "description": "mass(B_2*0)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{2}}}^{*0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "M245DM2"
    },
    {
        "description": "B_{{2}}^*(5747) WIDTH",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}}$ WIDTH",
        "pdgId": "M245210"
    },
    {
        "description": "B_2*(5747)+ width",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}^{+}}$ width",
        "pdgId": "M245W+"
    },
    {
        "description": "B_2*(5747)0 width",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}^{0}}$ width",
        "pdgId": "M245W0"
    },
    {
        "description": "G(B_2*(5747) --> B pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M245R01"
    },
    {
        "description": "G(B_2*(5747) --> B* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M245R02"
    },
    {
        "description": "G(B_2*(5747) --> B* pi)/G(B_2*(5747) --> B pi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}})/\\Gamma({{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}})$",
        "pdgId": "M245R03"
    },
    {
        "description": "B_2^*(5747) --> B pi",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}}$",
        "pdgId": "M245.1"
    },
    {
        "description": "B_2^*(5747) --> B^* pi",
        "description_tex": "${{\\mathit B}_{{{2}}}^{*}{(5747)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M245.2"
    },
    {
        "description": "B_J(5840)",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}}$",
        "pdgId": "M246"
    },
    {
        "description": "B_{{J}}(5840) MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}}$ MASS",
        "pdgId": "M246205"
    },
    {
        "description": "B_J(5840)+ MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}^{+}}$ MASS",
        "pdgId": "M246M+"
    },
    {
        "description": "mass(B_J(5840)+)-mass(B0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5840)}^{+}}}-{\\mathit m}_{{{\\mathit B}^{0}}}$",
        "pdgId": "M246DM+"
    },
    {
        "description": "mass(B_J(5840)+)-mass(B*0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5840)}^{+}}}-{\\mathit m}_{{{\\mathit B}^{*0}}}$",
        "pdgId": "M246DM1"
    },
    {
        "description": "B_J(5840)0 MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}^{0}}$ MASS",
        "pdgId": "M246M0"
    },
    {
        "description": "mass(B_J(5840)0)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5840)}^{0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "M246DM0"
    },
    {
        "description": "mass(B_J(5840)0)-mass(B*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5840)}^{0}}}-{\\mathit m}_{{{\\mathit B}^{*+}}}$",
        "pdgId": "M246DM2"
    },
    {
        "description": "B_{{J}}(5840) WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}}$ WIDTH",
        "pdgId": "M246210"
    },
    {
        "description": "B_J(5840)+ WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}^{+}}$ WIDTH",
        "pdgId": "M246W+"
    },
    {
        "description": "B_J(5840)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}^{0}}$ WIDTH",
        "pdgId": "M246W0"
    },
    {
        "description": "G(B_J(5840) --> B* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{J}}}{(5840)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M246R01"
    },
    {
        "description": "G(B_J(5840) --> B pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{J}}}{(5840)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M246R02"
    },
    {
        "description": "B_J(5840) --> B^* pi",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M246.1"
    },
    {
        "description": "B_J(5840) --> B pi",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5840)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}}$",
        "pdgId": "M246.2"
    },
    {
        "description": "B_J(5970)",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}}$",
        "pdgId": "M248"
    },
    {
        "description": "B_{{J}}(5970) MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}}$ MASS",
        "pdgId": "M248205"
    },
    {
        "description": "B_J(5970)+ MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}^{+}}$ MASS",
        "pdgId": "M248M+"
    },
    {
        "description": "mass(B_J(5970)+)-mass(B0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5970)}^{+}}}-{\\mathit m}_{{{\\mathit B}^{0}}}$",
        "pdgId": "M248DM+"
    },
    {
        "description": "mass(B_J(5970)+)-mass(B*0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5970)}^{+}}}-{\\mathit m}_{{{\\mathit B}^{*0}}}$",
        "pdgId": "M248DM1"
    },
    {
        "description": "B_J(5970)0 MASS",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}^{0}}$ MASS",
        "pdgId": "M248M0"
    },
    {
        "description": "mass(B_J(5970)0)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5970)}^{0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "M248DM0"
    },
    {
        "description": "mass(B_J(5970)0)-mass(B*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{J}}}{(5970)}^{0}}}-{\\mathit m}_{{{\\mathit B}^{*+}}}$",
        "pdgId": "M248DM2"
    },
    {
        "description": "B_{{J}}(5970) WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}}$ WIDTH",
        "pdgId": "M248210"
    },
    {
        "description": "B_J(5970)+ WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}^{+}}$ WIDTH",
        "pdgId": "M248W+"
    },
    {
        "description": "B_J(5970)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}^{0}}$ WIDTH",
        "pdgId": "M248W0"
    },
    {
        "description": "G(B_J(5970) --> B pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{J}}}{(5970)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M248R01"
    },
    {
        "description": "G(B_J(5970) --> B* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{J}}}{(5970)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M248R02"
    },
    {
        "description": "B_J(5970) --> B pi",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\mathit \\pi}}$",
        "pdgId": "M248.1"
    },
    {
        "description": "B_J(5970) --> B^* pi",
        "description_tex": "${{\\mathit B}_{{{J}}}{(5970)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M248.2"
    },
    {
        "description": "B_s()0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$",
        "pdgId": "S086"
    },
    {
        "description": "B_s0 MASS",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ MASS",
        "pdgId": "S086M"
    },
    {
        "description": "mass(B_s0)-mass(B)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{s}}}^{0}}}-{\\mathit m}_{{{\\mathit B}}}$",
        "pdgId": "S086DM"
    },
    {
        "description": "B_s0 MEAN LIFE",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ MEAN LIFE",
        "pdgId": "S086T"
    },
    {
        "description": "Gamma(B_s0)",
        "description_tex": "$\\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}$",
        "pdgId": "S086GS"
    },
    {
        "description": "DeltaGamma(B_s0)",
        "description_tex": "$\\Delta \\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}$",
        "pdgId": "S086DGS"
    },
    {
        "description": "DeltaGamma(B_s0)/Gamma(B_s0)",
        "description_tex": "$\\Delta \\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}/\\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}$",
        "pdgId": "S086DRA"
    },
    {
        "description": "B_sH0 MEAN LIFE",
        "description_tex": "${{\\mathit B}_{{{sH}}}^{0}}$ MEAN LIFE",
        "pdgId": "S086TSH"
    },
    {
        "description": "B_sL0 MEAN LIFE",
        "description_tex": "${{\\mathit B}_{{{sL}}}^{0}}$ MEAN LIFE",
        "pdgId": "S086TSL"
    },
    {
        "description": "B_s0 MEAN LIFE (Flavor specific)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ MEAN LIFE (Flavor specific)",
        "pdgId": "S086TFS"
    },
    {
        "description": "B_{{s}}()0 MEAN LIFE (partial)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ MEAN LIFE (partial)",
        "pdgId": "S086222"
    },
    {
        "description": "B_s0 mean life (B_s --> D_s+ D_s-)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$)",
        "pdgId": "S086TDD"
    },
    {
        "description": "B_s0 mean life (B_s --> J/psi phi)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$)",
        "pdgId": "S086TJP"
    },
    {
        "description": "B_s0 mean life (B_s --> J/psi eta)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$)",
        "pdgId": "S086TJE"
    },
    {
        "description": "B_s0 mean life (B_s --> J/psi K0S)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$ )",
        "pdgId": "S086TJK"
    },
    {
        "description": "B_s0 mean life (B_s --> J/psi pi+ pi-)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "S086TJF"
    },
    {
        "description": "B_s0 mean life (B_s --> K+ K-)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S086TKK"
    },
    {
        "description": "B_s0 mean life (B_s --> mu mu)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\mu}}{{\\mathit \\mu}}$)",
        "pdgId": "S086TMM"
    },
    {
        "description": "B_sL0 mean life (B_s --> J/psi eta, B_s --> D_s+ D_s-)",
        "description_tex": "${{\\mathit B}_{{{sL}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$, ${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$)",
        "pdgId": "S086TLX"
    },
    {
        "description": "B_sH0 mean life (B_s --> J/psi f_0, B_s --> J/psi pi pi)",
        "description_tex": "${{\\mathit B}_{{{sH}}}^{0}}$ mean life (${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit f}_{{{0}}}}$, ${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}}{{\\mathit \\pi}}$)",
        "pdgId": "S086THX"
    },
    {
        "description": "meanlife(B_s0)/meanlife(B0) mean life ratio",
        "description_tex": "${\\mathit \\tau}_{{{\\mathit B}_{{{s}}}^{0}}}/{\\mathit \\tau}_{{{\\mathit B}^{0}}}$ mean life ratio",
        "pdgId": "S086A21"
    },
    {
        "description": "Gamma(B_s0) - Gamma(B0)",
        "description_tex": "$\\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}$ $&minus;$ $\\Gamma _{{{\\mathit B}^{0}}}$",
        "pdgId": "S086A26"
    },
    {
        "description": "Gamma(B_sH0) - Gamma(B0)",
        "description_tex": "$\\Gamma _{{{\\mathit B}_{{{sH}}}^{0}}}$ $&minus;$ $\\Gamma _{{{\\mathit B}^{0}}}$",
        "pdgId": "S086A25"
    },
    {
        "description": "G(B_s0 --> D_s- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R5"
    },
    {
        "description": "G(B_s0 --> D_s+- anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P72"
    },
    {
        "description": "G(B_s0 --> D0 / Dbar0 anything)/G(B_s0 --> D_s+- anything)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$ /  ${{\\overline{\\mathit D}}^{0}}$ anything$)/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything$)$",
        "pdgId": "S086P71"
    },
    {
        "description": "G(B_s0 --> lepton nu_lepton X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R54"
    },
    {
        "description": "G(B_s0 --> e+ nu X-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}}{{\\mathit X}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R98"
    },
    {
        "description": "G(B_s0 --> mu+ nu X-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}{{\\mathit X}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R99"
    },
    {
        "description": "G(B_s0 --> D_s- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R2"
    },
    {
        "description": "G(B_s0 --> D_s*- lepton+ nu_lepton anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086S04"
    },
    {
        "description": "G(B_s0 --> D_s- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P49"
    },
    {
        "description": "G(B_s0 --> D_s*- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P50"
    },
    {
        "description": "G(B_s0 --> D_s- mu+ nu_mu)/G(B_s0 --> D_s*- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S086P51"
    },
    {
        "description": "G(B_s0 --> D_s1(2536)- mu+ nu_mu  ,  D_s1- --> D*- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R36"
    },
    {
        "description": "G(B_s0 --> D_s1(2536)- X mu+ nu  ,  D_s1- --> Dbar0 K+)/G(B_s0 --> D_s- lepton+ nu_lepton anything)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)$",
        "pdgId": "S086R48"
    },
    {
        "description": "G(B_s0 --> D_s2(2573)- X mu+ nu  ,  D_s2- --> Dbar0 K+)/G(B_s0 --> D_s- lepton+ nu_lepton anything)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s2}}}{(2573)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s2}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)$",
        "pdgId": "S086R49"
    },
    {
        "description": "G(B_s0 --> D_s1(2536)- X mu+ nu  ,  D_s1- --> Dbar0 K+)/G(B_s0 --> D_s2(2573)- X mu+ nu  ,  D_s2- --> Dbar0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s2}}}{(2573)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s2}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S086R50"
    },
    {
        "description": "G(B_s0 --> K- mu+ nu_mu)/G(B_s0 --> D_s- mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S086P54"
    },
    {
        "description": "G(B_s0 --> K- mu+ nu_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P55"
    },
    {
        "description": "G(B_s0 --> D_s- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R3"
    },
    {
        "description": "G(B_s0 --> D_s- rho+)/G(B_s0 --> D_s- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086P41"
    },
    {
        "description": "G(B_s0 --> D_s- pi+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R30"
    },
    {
        "description": "G(B_s0 --> D_s- pi+ pi+ pi-)/G(B_s0 --> D_s- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086R55"
    },
    {
        "description": "G(B_s0 --> D_s1(2536)- pi+  ,  D_s1- --> D_s- pi+ pi-)/G(B_s0 --> D_s- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086R58"
    },
    {
        "description": "G(B_s0 --> D_s-+ K+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\mp}}{{\\mathit K}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R35"
    },
    {
        "description": "G(B_s0 --> D_s1(2536)-+ K+-  ,  D_s1- --> Dbar*(2007)0 K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\mp}}{{\\mathit K}^{\\pm}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P77"
    },
    {
        "description": "G(B_s0 --> D_s-+ K+-)/G(B_s0 --> D_s- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\mp}}{{\\mathit K}^{\\pm}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086R38"
    },
    {
        "description": "G(B_s0 --> D_s- K+ pi+ pi-)/G(B_s0 --> D_s- pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086R57"
    },
    {
        "description": "G(B_s0 --> D_s+ D_s-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R32"
    },
    {
        "description": "G(B_s0 --> D_s- D+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R73"
    },
    {
        "description": "G(B_s0 --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R74"
    },
    {
        "description": "G(B_s0 --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R75"
    },
    {
        "description": "G(B_s0 --> D*+ D*-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P74"
    },
    {
        "description": "G(B_s0 --> D_s*- pi+)/G(B_s0 --> D_s- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086P40"
    },
    {
        "description": "G(B_s0 --> D_s*-+ K+-)/G(B_s0 --> D_s*- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\mp}}{{\\mathit K}^{\\pm}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086P00"
    },
    {
        "description": "G(B_s0 --> D_s*- rho+)/G(B_s0 --> D_s- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S086P42"
    },
    {
        "description": "G(B_s0 --> D_s*- rho+)/G(B_s0 --> D_s- rho+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\rho}^{+}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\rho}^{+}})$",
        "pdgId": "S086R42"
    },
    {
        "description": "G(B_s0 --> D_s*+ D_s- + D_s*- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}{+}$  ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R33"
    },
    {
        "description": "G(B_s0 --> D_s*+ D_s*-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R34"
    },
    {
        "description": "G(B_s0 --> D_s^(*)+ D_s^(*)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)+}}{{\\mathit D}_{{{s}}}^{(*)-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R23"
    },
    {
        "description": "G(B_s0 --> D*- D_s+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P60"
    },
    {
        "description": "[G(B_s0 --> D*+ D-)/G(total)+ G(B_s0 --> D*- D+)/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P57"
    },
    {
        "description": "G(B_s0 --> Dbar*0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P20"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P19"
    },
    {
        "description": "G(B_s0 --> Dbar0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R65"
    },
    {
        "description": "G(B_s0 --> Dbar*(2007)0 K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P62"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R52"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar*(1410))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(1410)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R84"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar_0*(1430))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R85"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar_2*(1430))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R86"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar*(1680))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(1680)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R87"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar_0*(1950))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1950)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R88"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar_3*(1780))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{3}}}^{*}{(1780)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R89"
    },
    {
        "description": "G(B_s0 --> Dbar0 Kbar_4*(2045))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{4}}}^{*}{(2045)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R90"
    },
    {
        "description": "G(B_s0 --> Dbar0 K- pi+  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R91"
    },
    {
        "description": "G(B_s0 --> [ K+ K- ]_D Kbar*(892)0)/G(B_s0 --> Dbar0 Kbar*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$",
        "pdgId": "S086P81"
    },
    {
        "description": "G(B_s0 --> [ pi+ pi- ]_D Kbar*(892)0)/G(B_s0 --> Dbar0 Kbar*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$",
        "pdgId": "S086P82"
    },
    {
        "description": "G(B_s0 --> [ pi+ pi- pi+ pi- ]_D Kbar*(892)0)/G(B_s0 --> Dbar0 Kbar*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$",
        "pdgId": "S086P83"
    },
    {
        "description": "G(B_s0 --> D_s2*(2573)- pi+  ,  D_s2* --> Dbar0 K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s2}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R92"
    },
    {
        "description": "G(B_s0 --> D_s1*(2700)- pi+  ,  D_s1* --> Dbar0 K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R93"
    },
    {
        "description": "G(B_s0 --> D_s1*(2860)- pi+  ,  D_s1* --> Dbar0 K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R94"
    },
    {
        "description": "G(B_s0 --> D_s3*(2860)- pi+  ,  D_s3* --> Dbar0 K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s3}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R95"
    },
    {
        "description": "G(B_s0 --> Dbar0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R03"
    },
    {
        "description": "G(B_s0 --> Dbar0 f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P14"
    },
    {
        "description": "G(B_s0 --> Dbar0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P39"
    },
    {
        "description": "G(B_s0 --> Dbar0 phi)/G(B_s0 --> Dbar0 Kbar*(892)0)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$",
        "pdgId": "S086R76"
    },
    {
        "description": "G(B_s0 --> Dbar*0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P38"
    },
    {
        "description": "G(B_s0 --> D*-+ pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*\\mp}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R70"
    },
    {
        "description": "G(B_s0 --> eta_c phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P28"
    },
    {
        "description": "G(B_s0 --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P29"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R6"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) phi phi)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086P21"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R19"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R20"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R46"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R47"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R01"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) eta')/G(B_s0 --> J/psi(1S) eta)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})$",
        "pdgId": "S086R02"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) pi+ pi-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R04"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(500)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) f_0(980)  ,  f_0 --> pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA1"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) rho  ,  rho --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}}$  ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA2"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R44"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(980)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R53"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(980)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA3"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2(1270)  ,  f_2 --> pi+ pi-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R05"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2(1270)_0  ,  f_2 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{0}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA4"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2(1270)_parallel  ,  f_2 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{\\parallel}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA5"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2(1270)_perp  ,  f_2 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{\\perp}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA6"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(1370)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R45"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(1370)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R07"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(1500)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA7"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2'(1525)_0  ,  f_2' --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{0}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA8"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2'(1525)_parallel  ,  f_2' --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{\\parallel}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RA9"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2'(1525)_perp  ,  f_2' --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{\\perp}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RB0"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_0(1790)  ,  f_0 --> pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1790)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086RB1"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) pi+ pi-  (nonresonant))/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (nonresonant)$)/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R06"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) Kbar0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R82"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R71"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) K0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R80"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) Kbar0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R81"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R72"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_2'(1525))/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R09"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R60"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R00"
    },
    {
        "description": "G(B_s0 --> J/psi mu+ mu-  ,  J/psi --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P65"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) pi+ pi- pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086R78"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) f_1(1285))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{1}}}{(1285)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R79"
    },
    {
        "description": "G(B_s0 --> J/psi(1S) Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P80"
    },
    {
        "description": "G(B_s0 --> psi(2S) eta)/G(B_s0 --> J/psi(1S) eta)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})$",
        "pdgId": "S086R66"
    },
    {
        "description": "G(B_s0 --> psi(2S) eta')/G(B_s0 --> J/psi(1S) eta')",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}})$",
        "pdgId": "S086RA0"
    },
    {
        "description": "G(B_s0 --> psi(2S) pi+ pi-)/G(B_s0 --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086R67"
    },
    {
        "description": "G(B_s0 --> psi(2S) phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R4"
    },
    {
        "description": "G(B_s0 --> psi(2S) phi)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R37"
    },
    {
        "description": "G(B_s0 --> psi(2S) K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P63"
    },
    {
        "description": "G(B_s0 --> psi(2S) K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086S02"
    },
    {
        "description": "G(B_s0 --> psi(2S) Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086S03"
    },
    {
        "description": "G(B_s0 --> chi_c1 phi)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R68"
    },
    {
        "description": "G(B_s0 --> chi_c2 K+ K-)/G(B_s0 --> chi_c1 K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S086P37"
    },
    {
        "description": "G(B_s0 --> chi_c1(3872) phi)/G(B_s0 --> psi(2S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086P52"
    },
    {
        "description": "G(B_s0 --> chi_c1(3872) pi+ pi-)/G(B_s0 --> psi(2S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S086P70"
    },
    {
        "description": "G(B_s0 --> J/psi K*(892)0 Kbar*(892)0)/G(B_s0 --> psi(2S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086P59"
    },
    {
        "description": "G(B_s0 --> chi_c1(3872) ( K+ K- ) _non-phi)/G(B_s0 --> chi_c1(3872) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$(  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{non-{{\\mathit \\phi}}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\phi}})$",
        "pdgId": "S086P58"
    },
    {
        "description": "G(B_s0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R15"
    },
    {
        "description": "G(B_s0 --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R13"
    },
    {
        "description": "G(B_s0 --> eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R12"
    },
    {
        "description": "G(B_s0 --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R11"
    },
    {
        "description": "G(B_s0 --> rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R24"
    },
    {
        "description": "G(B_s0 --> eta' K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P66"
    },
    {
        "description": "G(B_s0 --> eta' eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P53"
    },
    {
        "description": "G(B_s0 --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086S05"
    },
    {
        "description": "G(B_s0 --> eta' phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P26"
    },
    {
        "description": "G(B_s0 --> eta' X_s sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit X}}$ $_{{{\\mathit s}} {{\\overline{\\mathit s}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P56"
    },
    {
        "description": "G(B_s0 --> phi f_0(980)  ,  f_0(980) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P23"
    },
    {
        "description": "G(B_s0 --> phi f_2(1270)  ,  f_2(1270) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}{(1270)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P24"
    },
    {
        "description": "G(B_s0 --> phi rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R27"
    },
    {
        "description": "G(B_s0 --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P22"
    },
    {
        "description": "G(B_s0 --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R29"
    },
    {
        "description": "G(B_s0 --> phi phi)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086S01"
    },
    {
        "description": "G(B_s0 --> phi phi phi)/G(B_s0 --> phi phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})$",
        "pdgId": "S086P34"
    },
    {
        "description": "G(B_s0 --> pi+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R7"
    },
    {
        "description": "G(B_s0 --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R8"
    },
    {
        "description": "G(B_s0 --> K0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R39"
    },
    {
        "description": "G(B_s0 --> K0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R61"
    },
    {
        "description": "G(B_s0 --> K0 K+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R62"
    },
    {
        "description": "G(B_s0 --> K*(892)- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R96"
    },
    {
        "description": "G(B_s0 --> K*(892)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R97"
    },
    {
        "description": "G(B_s0 --> K_0*(1430)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P43"
    },
    {
        "description": "G(B_s0 --> K_2*(1430)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P44"
    },
    {
        "description": "G(B_s0 --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P45"
    },
    {
        "description": "G(B_s0 --> K_0*(1430) Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P46"
    },
    {
        "description": "G(B_s0 --> K_2*(1430)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P47"
    },
    {
        "description": "G(B_s0 --> K0S Kbar*(892)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P15"
    },
    {
        "description": "G(B_s0 --> K0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R63"
    },
    {
        "description": "G(B_s0 --> Kbar*(892)0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R25"
    },
    {
        "description": "G(B_s0 --> Kbar*(892)0 K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R26"
    },
    {
        "description": "G(B_s0 --> phi K*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R28"
    },
    {
        "description": "G(B_s0 --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R16"
    },
    {
        "description": "G(B_s0 --> p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P30"
    },
    {
        "description": "G(B_s0 --> p pbar K+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P31"
    },
    {
        "description": "G(B_s0 --> p pbar K+ pi-)/G(B_s0 --> p pbar K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "S086P33"
    },
    {
        "description": "G(B_s0 --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P32"
    },
    {
        "description": "G(B_s0 --> p pbar p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P75"
    },
    {
        "description": "G(B_s0 --> p Lambdabar K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P25"
    },
    {
        "description": "G(B_s0 --> Lambda_c- Lambda pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit \\Lambda}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R69"
    },
    {
        "description": "G(B_s0 --> Lambda_c- Lambda_c+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R77"
    },
    {
        "description": "G(B_s0 --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R10"
    },
    {
        "description": "G(B_s0 --> phi gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R17"
    },
    {
        "description": "G(B_s0 --> f_2(1270) gamma)/G(B_s0 --> phi gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})$",
        "pdgId": "S086P84"
    },
    {
        "description": "G(B_s0 --> f_2'(1525) gamma)/G(B_s0 --> phi gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})$",
        "pdgId": "S086P85"
    },
    {
        "description": "G(B_s0 --> phi(1680) gamma  ,  phi --> K+ K-)/G(B_s0 --> phi gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})$",
        "pdgId": "S086P86"
    },
    {
        "description": "G(B_s0 --> phi_3(1850) gamma  ,  phi_3 --> K+ K-)/G(B_s0 --> phi gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}_{{{3}}}{(1850)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit \\phi}_{{{3}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})$",
        "pdgId": "S086P87"
    },
    {
        "description": "G(B_s0 --> f_2(2010) gamma  ,  f_2 --> K+ K-)/G(B_s0 --> phi gamma)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(2010)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}})$",
        "pdgId": "S086P88"
    },
    {
        "description": "G(B_s0 --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R14"
    },
    {
        "description": "G(B_s0 --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R18"
    },
    {
        "description": "G(B_s0 --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P27"
    },
    {
        "description": "G(B_s0 --> mu+ mu- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P67"
    },
    {
        "description": "G(B_s0 --> mu+ mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R59"
    },
    {
        "description": "G(B_s0 --> Dbar0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P79"
    },
    {
        "description": "G(B_s0 --> S P  ,  S --> mu+ mu-  ,  P --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit S}}{{\\mathit P}}$  ,   ${{\\mathit S}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit P}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R64"
    },
    {
        "description": "G(B_s0 --> a a  ,  a --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit a}}$  ,   ${{\\mathit a}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P64"
    },
    {
        "description": "G(B_s0 --> phi(1020) mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R31"
    },
    {
        "description": "G(B_s0 --> phi(1020) mu+ mu-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086R51"
    },
    {
        "description": "G(B_s0 --> Kbar*(892)0 mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P36"
    },
    {
        "description": "G(B_s0 --> f_2'(1525) mu+ mu-)/G(B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})$",
        "pdgId": "S086P61"
    },
    {
        "description": "G(B_s0 --> pi+ pi- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P16"
    },
    {
        "description": "G(B_s0 --> phi nu nubar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R21"
    },
    {
        "description": "G(B_s0 --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P78"
    },
    {
        "description": "G(B_s0 --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086R22"
    },
    {
        "description": "G(B_s0 --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P68"
    },
    {
        "description": "G(B_s0 --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P48"
    },
    {
        "description": "G(B_s0 --> phi mu+- e-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P73"
    },
    {
        "description": "G(B_s0 --> phi mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P89"
    },
    {
        "description": "G(B_s0 --> p mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S086P76"
    },
    {
        "description": "POLARIZATION IN B_{{s}}()0 DECAY",
        "description_tex": "POLARIZATION IN ${{\\mathit B}_{{{s}}}^{0}}$ DECAY",
        "pdgId": "S086233"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> D_s* rho+",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S086P01"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> J/psi(1S) phi",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086P1"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> D_s*+ D_s*-",
        "description_tex": "$\\Gamma _{\\mathit L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}}$",
        "pdgId": "S086P08"
    },
    {
        "description": "Gamma((parallel))/Gamma in B_s0 --> J/psi(1S) phi",
        "description_tex": "$\\Gamma _{\\parallel}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086P2"
    },
    {
        "description": "Gamma((perp))/Gamma in B_s0 --> J/psi(1S) phi",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086PP0"
    },
    {
        "description": "phi((parallel)) in B_s0 --> J/psi(1S) phi",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086P03"
    },
    {
        "description": "phi((perp)) in B_s0 --> J/psi(1S) phi",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086P13"
    },
    {
        "description": "Gamma((perp))/Gamma in B_s0 --> psi(2S) phi",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086A06"
    },
    {
        "description": "phi((parallel)) in B_s0 --> psi(2S) phi",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086A02"
    },
    {
        "description": "phi((perp)) in B_s0 --> psi(2S) phi",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086A05"
    },
    {
        "description": "Gamma(L)/Gamma for B_s0 --> J/psi(1S) Kbar*(892)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ for ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086PK1"
    },
    {
        "description": "Gamma((parallel)) /Gamma for B_s0 --> J/psi(1S) Kbar*(892)0",
        "description_tex": "$\\Gamma _{\\parallel}$ /$\\Gamma $ for ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086PK2"
    },
    {
        "description": "Gamma((parallel)) /Gamma of K*(892)0 in B_s0 --> psi(2S) Kbar*(892)0",
        "description_tex": "$\\Gamma _{\\parallel}$ /$\\Gamma $ of ${{\\mathit K}^{*}{(892)}^{0}}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086PK3"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> phi phi",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086P05"
    },
    {
        "description": "Gamma((perp))/Gamma in B_s0 --> phi phi",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086P06"
    },
    {
        "description": "phi((parallel)) in B_s0 --> phi phi",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086P07"
    },
    {
        "description": "phi((perp)) in B_s0 --> phi phi",
        "description_tex": "$\\phi _{\\perp}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086P12"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> K*0 Kbar*0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S086P02"
    },
    {
        "description": "Gamma((perp))/Gamma in B_s0 --> K*0 Kbar*0",
        "description_tex": "$\\Gamma _{\\perp}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S086P04"
    },
    {
        "description": "Gamma((parallel))/Gamma in B_s0 --> K*(892)0 Kbar*(892)0",
        "description_tex": "$\\Gamma _{\\parallel}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086P17"
    },
    {
        "description": "Phi((parallel)) in B_s0 --> K*(892)0 Kbar*(892)0",
        "description_tex": "$\\Phi _{\\parallel}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086P18"
    },
    {
        "description": "Phi((perp)) in B_s0 --> K*(892)0 Kbar*(892)0",
        "description_tex": "$\\Phi _{\\perp}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086A11"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> phi Kbar*0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S086P09"
    },
    {
        "description": "Gamma((parallel)) /Gamma in B_s0 --> phi Kbar*0",
        "description_tex": "$\\Gamma _{\\parallel}$ /$\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S086P10"
    },
    {
        "description": "phi((parallel)) in B_s0 --> phi Kbar*0",
        "description_tex": "$\\phi _{\\parallel}$ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S086P11"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> Dbar*0 phi",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\phi}}$",
        "pdgId": "S086A22"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> K*(892)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A08"
    },
    {
        "description": "Gamma((parallel))/Gamma in B_s0 --> K*(892)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{\\parallel}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A12"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 -->  K_2*(1430)0 Kbar*(892)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$    ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086A09"
    },
    {
        "description": "Gamma((parallel))/Gamma in B_s0 --> K_2*(1430)0 Kbar*(892)0",
        "description_tex": "$\\Gamma _{\\parallel}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086A13"
    },
    {
        "description": "Gamma(L)/Gamma in B_s0 --> K_2*(1430)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A10"
    },
    {
        "description": "Gamma((parallel) 1)/Gamma in B_s0 --> K_2*(1430)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{\\parallel 1}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A18"
    },
    {
        "description": "Gamma((perp) 1)/Gamma in B_s0 --> K_2*(1430)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{\\perp 1}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A19"
    },
    {
        "description": "Gamma((parallel) 2)/Gamma in B_s0 --> K_2*(1430)0 Kbar_2*(1430)0",
        "description_tex": "$\\Gamma _{\\parallel 2}/\\Gamma $ in ${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086A20"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (0.10 < q**2< 2.00 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (0.10 $&lt;$ q${}^{2}&lt;$ 2.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL1"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (2.00 < q**2< 5.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (2.00 $&lt;$ q${}^{2}&lt;$ 5.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL2"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (5.0 < q**2< 8.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (5.0 $&lt;$ q${}^{2}&lt;$ 8.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL3"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (11.0 < q**2< 12.5 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (11.0 $&lt;$ q${}^{2}&lt;$ 12.5 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL4"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (15.0< q**2< 17.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0$&lt;$ q${}^{2}&lt;$ 17.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL5"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (17.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (17.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL6"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (15.0 < q**2< 18.9 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 18.9 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A36"
    },
    {
        "description": "F(L)(B_s0 --> phi mu+ mu-) (1.00 < q**2< 6.00 GeV**2/c**4)",
        "description_tex": "F$_{L}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$) (1.00 $&lt;$ q${}^{2}&lt;$ 6.00 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086FL7"
    },
    {
        "description": "B_{{s}}()0-Bbar_{{s}}()0 MIXING",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}-{{\\overline{\\mathit B}}_{{{s}}}^{0}}$ MIXING",
        "pdgId": "S086235"
    },
    {
        "description": "Deltamass(B_s0) = mass(B(s H)**0) - mass(B(s L)**0)",
        "description_tex": "$\\Delta {\\mathit m}_{{{\\mathit B}_{{{s}}}^{0}}}$ = ${\\mathit m}_{\\mathrm {{{\\mathit B}}{}^{0}_{{{\\mathit s}} {{\\mathit H}}}}}$ $-$ ${\\mathit m}_{\\mathrm {{{\\mathit B}}{}^{0}_{{{\\mathit s}} {{\\mathit L}}}}}$",
        "pdgId": "S086D"
    },
    {
        "description": "x(s) = Deltamass(B_s0)/Gamma(B_s0)",
        "description_tex": "$\\mathit x_{\\mathit s}$ = $\\Delta {\\mathit m}_{{{\\mathit B}_{{{s}}}^{0}}}/\\Gamma _{{{\\mathit B}_{{{s}}}^{0}}}$",
        "pdgId": "S086DG"
    },
    {
        "description": "chi(s)",
        "description_tex": "$\\chi _{\\mathit s}$",
        "pdgId": "S086CHS"
    },
    {
        "description": "CP VIOLATION PARAMETERS in B_{{s}}()0 ",
        "description_tex": "$\\mathit CP$ VIOLATION PARAMETERS in ${{\\mathit B}_{{{s}}}^{0}}$ ",
        "pdgId": "S086240"
    },
    {
        "description": "Re(epsilon(B_s0)) / (1 + |epsilon(B_s0) |**2)",
        "description_tex": "Re($\\epsilon _{{{\\mathit B}_{{{s}}}^{0}}}$) / (1 + $\\vert \\epsilon _{{{\\mathit B}_{{{s}}}^{0}}}$ $\\vert {}^{2}$)",
        "pdgId": "S086EPS"
    },
    {
        "description": "C(K K)(B_s0 --> K+ K-)",
        "description_tex": "$\\mathit C_{{{\\mathit K}} {{\\mathit K}}}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S086CK1"
    },
    {
        "description": "S(K K)(B_s0 --> K+ K-)",
        "description_tex": "$\\mathit S_{{{\\mathit K}} {{\\mathit K}}}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S086SK1"
    },
    {
        "description": "r(B)(B_s0 --> D_s-+ K+-)",
        "description_tex": "r$_{B}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\mp}}{{\\mathit K}^{\\pm}}$)",
        "pdgId": "S086ARX"
    },
    {
        "description": "r(B)(B_s0 --> D_s-+ K+- pi+- pi-+)",
        "description_tex": "r$_{B}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\mp}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$)",
        "pdgId": "S086A28"
    },
    {
        "description": "delta(B)(B_s0 --> D_s+- K-+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}{{\\mathit K}^{\\mp}}$)",
        "pdgId": "S086DRX"
    },
    {
        "description": "delta(B)(B_s0 --> D_s+- K-+ pi+- pi-+)",
        "description_tex": "$\\delta _{B}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$)",
        "pdgId": "S086A29"
    },
    {
        "description": "CP Violation phase beta(s) (b --> c cbar s)",
        "description_tex": "$\\mathit CP$ Violation phase $\\beta _{s}$ (${{\\mathit b}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}{{\\mathit s}}$)",
        "pdgId": "S086PHS"
    },
    {
        "description": "CP Violation phase beta(s) (b --> s sbar s)",
        "description_tex": "$\\mathit CP$ Violation phase $\\beta _{s}$ (${{\\mathit b}}$   $\\rightarrow$   ${{\\mathit s}}{{\\overline{\\mathit s}}}{{\\mathit s}}$)",
        "pdgId": "S086PBS"
    },
    {
        "description": "|lambda| (B_s0 --> J/psi(1S) phi)",
        "description_tex": "$\\vert \\lambda \\vert $ (${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$)",
        "pdgId": "S086LJP"
    },
    {
        "description": "|lambda| (b --> c cbar s)",
        "description_tex": "$\\vert \\lambda \\vert $ (${{\\mathit b}}$   $\\rightarrow$   ${{\\mathit c}}{{\\overline{\\mathit c}}}{{\\mathit s}}$)",
        "pdgId": "S086LAM"
    },
    {
        "description": "A, CP violation parameter",
        "description_tex": "A, $\\mathit CP$ violation parameter",
        "pdgId": "S086JKA"
    },
    {
        "description": "C, CP violation parameter",
        "description_tex": "C, $\\mathit CP$ violation parameter",
        "pdgId": "S086JKC"
    },
    {
        "description": "S, CP violation parameter",
        "description_tex": "S, $\\mathit CP$ violation parameter",
        "pdgId": "S086JKS"
    },
    {
        "description": "A_CP^L(B_s --> J/psi Kbar*(892)0)",
        "description_tex": "${{\\mathit A}_{{{CP}}}^{L}}({{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086PK4"
    },
    {
        "description": "A( CP)** (parallel)(B_s --> J/psi Kbar*(892)0)",
        "description_tex": "${{\\mathit A}}{}^{ \\parallel}_{ CP}({{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086PK5"
    },
    {
        "description": "A( CP)** (perp)(B_s --> J/psi Kbar*(892)0)",
        "description_tex": "${{\\mathit A}}{}^{ \\perp}_{ CP}({{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086PK6"
    },
    {
        "description": "A(CP)(B_s --> pi+ K-)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "S086CP1"
    },
    {
        "description": "A(CP)(B_s0 --> [ K+ K- ]_D Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086CP2"
    },
    {
        "description": "A(CP)(B_s0 --> [ pi+ K- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S086CP3"
    },
    {
        "description": "A(CP)(B_s0 --> [ K+ pi- ]_D Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086A38"
    },
    {
        "description": "A(CP)(B_s0 --> [ pi+ pi- ]_D K*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*}{(892)}^{0}}$)",
        "pdgId": "S086CP4"
    },
    {
        "description": "A(CP)(B_s0 --> [ K+ pi- pi+ pi- ]_D Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086A37"
    },
    {
        "description": "A(CP)(B_s0 --> [ K- pi+ pi+ pi- ]_D Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086A39"
    },
    {
        "description": "A(CP)(B_s0 --> [ pi+ pi- pi+ pi- ]_D Kbar*(892)0)",
        "description_tex": "$\\mathit A_{CP}({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$)",
        "pdgId": "S086A41"
    },
    {
        "description": "R_s+ = Gamma(B_s0 --> [ pi- K+ ]_D Kbar*0) / Gamma(B_s0 --> [ pi+ K- ]_D Kbar*0)",
        "description_tex": "${{\\mathit R}_{{{s}}}^{+}}$ = $\\Gamma ({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*0}}$) / $\\Gamma ({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*0}}$)",
        "pdgId": "S086A40"
    },
    {
        "description": "R_s- = Gamma(Bbar_s0 --> [ pi+ K- ]_D K*0) / Gamma(Bbar_s0 --> [ pi- K+ ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{s}}}^{-}}$ = $\\Gamma ({{\\overline{\\mathit B}}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\overline{\\mathit B}}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S086A42"
    },
    {
        "description": "R_s+ = Gamma(B_s0 --> [ pi- K+ pi+ pi- ]_D Kbar*0) / Gamma(B_s0 --> [ pi+ K- pi+ pi- ]_D Kbar*0)",
        "description_tex": "${{\\mathit R}_{{{s}}}^{+}}$ = $\\Gamma ({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*0}}$) / $\\Gamma ({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*0}}$)",
        "pdgId": "S086A43"
    },
    {
        "description": "R_s- = Gamma(Bbar_s0 --> [ pi+ K- pi+ pi- ]_D K*0) / Gamma(Bbar_s0 --> [ pi- K+ pi+ pi- ]_D K*0)",
        "description_tex": "${{\\mathit R}_{{{s}}}^{-}}$ = $\\Gamma ({{\\overline{\\mathit B}}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$) / $\\Gamma ({{\\overline{\\mathit B}}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\mathit K}^{*0}}$)",
        "pdgId": "S086A44"
    },
    {
        "description": "S(B_s0 --> phi gamma)",
        "description_tex": "$\\mathit S({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$)",
        "pdgId": "S086A23"
    },
    {
        "description": "C(B_s0 --> phi gamma)",
        "description_tex": "$\\mathit C({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$)",
        "pdgId": "S086A24"
    },
    {
        "description": "A**Delta(B_s0 --> phi gamma)",
        "description_tex": "$\\mathit A{}^{\\Delta }({{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$)",
        "pdgId": "S086A07"
    },
    {
        "description": "CPT VIOLATION PARAMETERS",
        "description_tex": "$\\mathit CPT$ VIOLATION PARAMETERS",
        "pdgId": "S086255"
    },
    {
        "description": "Deltaa((perp))",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}}_{\\perp}$",
        "pdgId": "S086CT1"
    },
    {
        "description": "Deltaa((parallel))",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}}_{\\parallel}$",
        "pdgId": "S086CT0"
    },
    {
        "description": "Deltaa_X",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}_{{{X}}}}$",
        "pdgId": "S086A03"
    },
    {
        "description": "Deltaa_Y",
        "description_tex": "${{\\mathit \\Delta}}{{\\mathit a}_{{{Y}}}}$",
        "pdgId": "S086A04"
    },
    {
        "description": "Re(xi)",
        "description_tex": "Re(${{\\mathit \\xi}}$)",
        "pdgId": "S086A00"
    },
    {
        "description": "Im(xi)",
        "description_tex": "Im(${{\\mathit \\xi}}$)",
        "pdgId": "S086A01"
    },
    {
        "description": "PARTIAL BRANCHING FRACTIONS IN B_s() --> phi lepton+ lepton-",
        "description_tex": "PARTIAL BRANCHING FRACTIONS IN ${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$",
        "pdgId": "S086245"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (0.1 < q**2< 2.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 2.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB1"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (0.1 < q**2< 0.98 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.1 $&lt;$ q${}^{2}&lt;$ 0.98 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A30"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (1.1 < q**2< 2.5 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.1 $&lt;$ q${}^{2}&lt;$ 2.5 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A31"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (2.0 < q**2< 5.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.0 $&lt;$ q${}^{2}&lt;$ 5.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB2"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (2.5 < q**2< 4.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (2.5 $&lt;$ q${}^{2}&lt;$ 4.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A32"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (4.0 < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (4.0 $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A33"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (5.0 < q**2< 8.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (5.0 $&lt;$ q${}^{2}&lt;$ 8.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB3"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (6.0 < q**2< 8.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (6.0 $&lt;$ q${}^{2}&lt;$ 8.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A34"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (11.0 < q**2< 12.5 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (11.0 $&lt;$ q${}^{2}&lt;$ 12.5 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB4"
    },
    {
        "description": "B(B_s0 --> phi lepton+ lepton-) (15.0 < q**2< 19.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 19.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086A35"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (15.0 < q**2< 17.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (15.0 $&lt;$ q${}^{2}&lt;$ 17.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB5"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (17.0  < q**2< 19.0  GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (17.0  $&lt;$ q${}^{2}&lt;$ 19.0  GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB6"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (1.0    < q**2< 6.0 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (1.0    $&lt;$ q${}^{2}&lt;$ 6.0 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB7"
    },
    {
        "description": "B(B_s --> phi lepton+ lepton-) (0.0    < q**2< 4.3 GeV**2/c**4)",
        "description_tex": "B(${{\\mathit B}_{{{s}}}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$) (0.0    $&lt;$ q${}^{2}&lt;$ 4.3 GeV${}^{2}$/c${}^{4}$)",
        "pdgId": "S086PB8"
    },
    {
        "description": "PRODUCTION ASYMMETRIES",
        "description_tex": "PRODUCTION ASYMMETRIES",
        "pdgId": "S086250"
    },
    {
        "description": "A(P)(B_s0)",
        "description_tex": "A$_{P}({{\\mathit B}_{{{s}}}^{0}}$)",
        "pdgId": "S086PAX"
    },
    {
        "description": "B_s()0 --> D_s^*()- lepton+ nu_lepton FORM FACTORS",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ FORM FACTORS",
        "pdgId": "S086260"
    },
    {
        "description": "rho**2 (form factor slope)",
        "description_tex": "$\\rho {}^{2}$ (form factor slope)",
        "pdgId": "S086A27"
    },
    {
        "description": "B_s()0 --> D_s()- anything",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}$ anything",
        "pdgId": "S086.8"
    },
    {
        "description": "B_s()0 --> D_s()+- anything",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\pm}}$ anything",
        "pdgId": "S086.175"
    },
    {
        "description": "B_s()0 --> D0 / Dbar0 anything",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$ /  ${{\\overline{\\mathit D}}^{0}}$ anything",
        "pdgId": "S086.174"
    },
    {
        "description": "B_s()0 --> lepton nu_lepton X",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\ell}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}{{\\mathit X}}$",
        "pdgId": "S086.49"
    },
    {
        "description": "B_s()0 --> e+ nu X-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}}{{\\mathit X}^{-}}$",
        "pdgId": "S086.98"
    },
    {
        "description": "B_s()0 --> mu+ nu X-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}{{\\mathit X}^{-}}$",
        "pdgId": "S086.99"
    },
    {
        "description": "B_s()0 --> D_s()- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S086.4"
    },
    {
        "description": "B_s()0 --> D_s^*()- lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S086.120"
    },
    {
        "description": "B_s()0 --> D_s()- mu+ nu_mu",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S086.150"
    },
    {
        "description": "B_s()0 --> D_s^*()- mu+ nu_mu",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S086.151"
    },
    {
        "description": "B_s()0 --> D_s1(2536)- mu+ nu_mu , D_s1()- --> D^*()- K0S",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit K}_S^0}$",
        "pdgId": "S086.36"
    },
    {
        "description": "B_s()0 --> D_s1(2536)- X mu+ nu , D_s1()- --> Dbar0 K+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S086.46"
    },
    {
        "description": "B_s()0 --> D_s2(2573)- X mu+ nu , D_s2()- --> Dbar0 K+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s2}}}{(2573)}^{-}}{{\\mathit X}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}}$  ,   ${{\\mathit D}_{{{s2}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S086.47"
    },
    {
        "description": "B_s()0 --> K- mu+ nu_mu",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S086.154"
    },
    {
        "description": "B_s()0 --> D_s()- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.5"
    },
    {
        "description": "B_s()0 --> D_s()- rho+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S086.39"
    },
    {
        "description": "B_s()0 --> D_s()- pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.32"
    },
    {
        "description": "B_s()0 --> D_s1(2536)- pi+ , D_s1()- --> D_s()- pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.58"
    },
    {
        "description": "B_s()0 --> D_s()-+ K+-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{\\mp}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "S086.37"
    },
    {
        "description": "B_s()0 --> D_s1(2536)-+ K+- , D_s1()- --> Dbar^*(2007)0 K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}{(2536)}^{\\mp}}{{\\mathit K}^{\\pm}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.180"
    },
    {
        "description": "B_s()0 --> D_s()- K+ pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.57"
    },
    {
        "description": "B_s()0 --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "S086.33"
    },
    {
        "description": "B_s()0 --> D_s()- D+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit D}^{+}}$",
        "pdgId": "S086.72"
    },
    {
        "description": "B_s()0 --> D+ D-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "S086.73"
    },
    {
        "description": "B_s()0 --> D^*()+ D-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{-}}$",
        "pdgId": "S086.156"
    },
    {
        "description": "B_s()0 --> D^*()- D+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}^{+}}$",
        "pdgId": "S086.157"
    },
    {
        "description": "B_s()0 --> D^*()+ D^*()-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}{{\\mathit D}^{*-}}$",
        "pdgId": "S086.177"
    },
    {
        "description": "B_s()0 --> D0 Dbar0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S086.74"
    },
    {
        "description": "B_s()0 --> D_s^*()- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.40"
    },
    {
        "description": "B_s()0 --> D_s^*()-+ K+-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*\\mp}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "S086.113"
    },
    {
        "description": "B_s()0 --> D_s^*()- rho+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S086.41"
    },
    {
        "description": "B_s()0 --> D_s^*()+ D_s()- + D_s^*()- D_s()+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}{+}$  ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S086.34"
    },
    {
        "description": "B_s()0 --> D_s^*()+ D_s^*()-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}}$",
        "pdgId": "S086.35"
    },
    {
        "description": "B_s()0 --> D_s^(*)()+ D_s^(*)()-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{(*)+}}{{\\mathit D}_{{{s}}}^{(*)-}}$",
        "pdgId": "S086.24"
    },
    {
        "description": "B_s()0 --> D^*()- D_s()+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*-}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S086.163"
    },
    {
        "description": "B_s()0 --> Dbar^*()0 Kbar0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S086.123"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S086.122"
    },
    {
        "description": "B_s()0 --> Dbar0 K- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.65"
    },
    {
        "description": "B_s()0 --> Dbar^*(2007)0 K- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*}{(2007)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.165"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.48"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar^*(1410)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(1410)}}$",
        "pdgId": "S086.84"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar_0^*(1430)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}}$",
        "pdgId": "S086.85"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar_2^*(1430)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}}$",
        "pdgId": "S086.86"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar^*(1680)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*}{(1680)}}$",
        "pdgId": "S086.87"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar_0^*(1950)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1950)}}$",
        "pdgId": "S086.88"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar_3^*(1780)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{3}}}^{*}{(1780)}}$",
        "pdgId": "S086.89"
    },
    {
        "description": "B_s()0 --> Dbar0 Kbar_4^*(2045)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}_{{{4}}}^{*}{(2045)}}$",
        "pdgId": "S086.90"
    },
    {
        "description": "B_s()0 --> Dbar0 K- pi+  (non-resonant)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  (non-resonant)",
        "pdgId": "S086.91"
    },
    {
        "description": "B_s()0 --> [ K+ K- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.184"
    },
    {
        "description": "B_s()0 --> [ pi+ pi- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.185"
    },
    {
        "description": "B_s()0 --> [ pi+ K- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.186"
    },
    {
        "description": "B_s()0 --> [ K+ pi- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.187"
    },
    {
        "description": "B_s()0 --> [ pi+ pi- pi+ pi- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.188"
    },
    {
        "description": "B_s()0 --> [ pi+ K- pi+ pi- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.189"
    },
    {
        "description": "B_s()0 --> [ K+ pi- pi+ pi- ](D) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   [  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ ]$_{D}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.190"
    },
    {
        "description": "B_s()0 --> D_s2^*(2573)- pi+ , D_s2^*() --> Dbar0 K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s2}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.92"
    },
    {
        "description": "B_s()0 --> D_s1^*(2700)- pi+ , D_s1^*() --> Dbar0 K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}^{*}{(2700)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.93"
    },
    {
        "description": "B_s()0 --> D_s1^*(2860)- pi+ , D_s1^*() --> Dbar0 K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s1}}}^{*}{(2860)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s1}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.94"
    },
    {
        "description": "B_s()0 --> D_s3^*(2860)- pi+ , D_s3^*() --> Dbar0 K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}_{{{s3}}}^{*}{(2860)}^{-}}{{\\mathit \\pi}^{+}}$  ,   ${{\\mathit D}_{{{s3}}}^{*}}$  $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.95"
    },
    {
        "description": "B_s()0 --> Dbar0 K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.51"
    },
    {
        "description": "B_s()0 --> Dbar0 f_0(980)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "S086.114"
    },
    {
        "description": "B_s()0 --> Dbar0 phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "S086.75"
    },
    {
        "description": "B_s()0 --> Dbar^*()0 phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit \\phi}}$",
        "pdgId": "S086.143"
    },
    {
        "description": "B_s()0 --> D^*()-+ pi+-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{*\\mp}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "S086.70"
    },
    {
        "description": "B_s()0 --> eta_c phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\phi}}$",
        "pdgId": "S086.131"
    },
    {
        "description": "B_s()0 --> eta^' X(s sbar)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit X}}$ $_{{{\\mathit s}} {{\\overline{\\mathit s}}}}$",
        "pdgId": "S086.155"
    },
    {
        "description": "B_s()0 --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.132"
    },
    {
        "description": "B_s()0 --> J/psi(1S) phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086.7"
    },
    {
        "description": "B_s()0 --> J/psi(1S) phi phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086.124"
    },
    {
        "description": "B_s()0 --> J/psi(1S) pi0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S086.21"
    },
    {
        "description": "B_s()0 --> J/psi(1S) eta",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "S086.22"
    },
    {
        "description": "B_s()0 --> J/psi(1S) K0S",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}_S^0}$",
        "pdgId": "S086.44"
    },
    {
        "description": "B_s()0 --> J/psi(1S) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.45"
    },
    {
        "description": "B_s()0 --> J/psi(1S) eta^'",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S086.50"
    },
    {
        "description": "B_s()0 --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.52"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_0(500) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.101"
    },
    {
        "description": "B_s()0 --> J/psi(1S) rho , rho --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\rho}}$  ,   ${{\\mathit \\rho}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.108"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.42"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2(1270) , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.53"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2(1270)(0) , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{0}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.103"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2(1270)((parallel)) , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{\\parallel}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.104"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2(1270)((perp)) , f_2() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}{(1270)}}$ $_{\\perp}$   ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.105"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_0(1370) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1370)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.43"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_0(1500) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1500)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.106"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2^'(1525)(0) , f_2^'() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{0}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.107"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2^'(1525)((parallel)) , f_2^'() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{\\parallel}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.109"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2^'(1525)((perp)) , f_2^'() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$ $_{\\perp}$   ,   ${{\\mathit f}_{{{2}}}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.110"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_0(1790) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{0}}}{(1790)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.111"
    },
    {
        "description": "B_s()0 --> J/psi(1S) pi+ pi-  (nonresonant)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (nonresonant)",
        "pdgId": "S086.54"
    },
    {
        "description": "B_s()0 --> J/psi(1S) Kbar0 pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.81"
    },
    {
        "description": "B_s()0 --> J/psi(1S) K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.71"
    },
    {
        "description": "B_s()0 --> J/psi(1S) K0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "S086.79"
    },
    {
        "description": "B_s()0 --> J/psi(1S) Kbar0 K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.80"
    },
    {
        "description": "B_s()0 --> J/psi K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.159"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_2^'(1525)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "S086.56"
    },
    {
        "description": "B_s()0 --> J/psi(1S) p pbar",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S086.60"
    },
    {
        "description": "B_s()0 --> J/psi(1S) gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.112"
    },
    {
        "description": "B_s()0 --> J/psi mu+ mu- , J/psi --> mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit J / \\psi}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.168"
    },
    {
        "description": "B_s()0 --> J/psi(1S) pi+ pi- pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.77"
    },
    {
        "description": "B_s()0 --> J/psi(1S) f_1(1285)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "S086.78"
    },
    {
        "description": "B_s()0 --> J/psi(1S) Dbar0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S086.183"
    },
    {
        "description": "B_s()0 --> psi(2S) eta",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}}$",
        "pdgId": "S086.66"
    },
    {
        "description": "B_s()0 --> psi(2S) eta^'",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S086.100"
    },
    {
        "description": "B_s()0 --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.67"
    },
    {
        "description": "B_s()0 --> psi(2S) phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\phi}}$",
        "pdgId": "S086.6"
    },
    {
        "description": "B_s()0 --> psi(2S) K0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{0}}$",
        "pdgId": "S086.166"
    },
    {
        "description": "B_s()0 --> psi(2S) K- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.118"
    },
    {
        "description": "B_s()0 --> psi(2S) Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.119"
    },
    {
        "description": "B_s()0 --> chi_c1() phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\phi}}$",
        "pdgId": "S086.68"
    },
    {
        "description": "B_s()0 --> chi_c1 K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.138"
    },
    {
        "description": "B_s()0 --> chi_c2 K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.139"
    },
    {
        "description": "B_s()0 --> chi_c1(3872) phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\phi}}$",
        "pdgId": "S086.152"
    },
    {
        "description": "B_s()0 --> chi_c1(3872) ( K+ K- ) (non-phi)",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$(  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  $_{non-{{\\mathit \\phi}}}$",
        "pdgId": "S086.160"
    },
    {
        "description": "B_s()0 --> chi_c1(3872) pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.173"
    },
    {
        "description": "B_s()0 --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.16"
    },
    {
        "description": "B_s()0 --> pi0 pi0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S086.14"
    },
    {
        "description": "B_s()0 --> eta pi0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S086.13"
    },
    {
        "description": "B_s()0 --> eta eta",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "S086.12"
    },
    {
        "description": "B_s()0 --> rho0 rho0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S086.25"
    },
    {
        "description": "B_s()0 --> eta^' K0S",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}_S^0}$",
        "pdgId": "S086.169"
    },
    {
        "description": "B_s()0 --> eta^' eta",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}}$",
        "pdgId": "S086.153"
    },
    {
        "description": "B_s()0 --> eta^' eta^'",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "S086.121"
    },
    {
        "description": "B_s()0 --> eta^' phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\phi}}$",
        "pdgId": "S086.129"
    },
    {
        "description": "B_s()0 --> phi f_0(980) , f_0(980) --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.126"
    },
    {
        "description": "B_s()0 --> phi f_2(1270) , f_2(1270) --> pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}{(1270)}}$  ,   ${{\\mathit f}_{{{2}}}{(1270)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.127"
    },
    {
        "description": "B_s()0 --> phi rho0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S086.28"
    },
    {
        "description": "B_s()0 --> phi pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.125"
    },
    {
        "description": "B_s()0 --> phi phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086.30"
    },
    {
        "description": "B_s()0 --> phi phi phi",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "S086.136"
    },
    {
        "description": "B_s()0 --> pi+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.9"
    },
    {
        "description": "B_s()0 --> K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.10"
    },
    {
        "description": "B_s()0 --> K0 Kbar0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "S086.38"
    },
    {
        "description": "B_s()0 --> K0 pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.61"
    },
    {
        "description": "B_s()0 --> K0 K+- pi-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "S086.62"
    },
    {
        "description": "B_s()0 --> K^*(892)- pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.96"
    },
    {
        "description": "B_s()0 --> K^*(892)+- K-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "S086.97"
    },
    {
        "description": "B_s()0 --> K_0^*(1430)+- K-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "S086.144"
    },
    {
        "description": "B_s()0 --> K_2^*(1430)+- K-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "S086.145"
    },
    {
        "description": "B_s()0 --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "S086.146"
    },
    {
        "description": "B_s()0 --> K_0^*(1430) Kbar0 + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "S086.147"
    },
    {
        "description": "B_s()0 --> K_2^*(1430)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "S086.148"
    },
    {
        "description": "B_s()0 --> K0S Kbar^*(892)0 + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c.",
        "pdgId": "S086.115"
    },
    {
        "description": "B_s()0 --> K0 K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.63"
    },
    {
        "description": "B_s()0 --> Kbar^*(892)0 rho0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "S086.26"
    },
    {
        "description": "B_s()0 --> Kbar^*(892)0 K^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S086.27"
    },
    {
        "description": "B_s()0 --> K^*(892)0 Kbar_2^*(1430)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086.140"
    },
    {
        "description": "B_s()0 --> K_2^*(1430)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "S086.141"
    },
    {
        "description": "B_s()0 --> K_2^*(1430)0 Kbar_2^*(1430)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "S086.142"
    },
    {
        "description": "B_s()0 --> phi K^*(892)0",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S086.29"
    },
    {
        "description": "B_s()0 --> p pbar",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S086.17"
    },
    {
        "description": "B_s()0 --> p pbar K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.133"
    },
    {
        "description": "B_s()0 --> p pbar K+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.134"
    },
    {
        "description": "B_s()0 --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S086.135"
    },
    {
        "description": "B_s()0 --> p pbar p pbar",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "S086.178"
    },
    {
        "description": "B_s()0 --> p Lambdabar K- + c.c.",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "S086.128"
    },
    {
        "description": "B_s()0 --> Lambda_c()- Lambda pi+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit \\Lambda}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S086.69"
    },
    {
        "description": "B_s()0 --> Lambda_c()- Lambda_c()+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{-}}{{\\mathit \\Lambda}_{{{c}}}^{+}}$",
        "pdgId": "S086.76"
    },
    {
        "description": "B_s()0 --> gamma gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.11"
    },
    {
        "description": "B_s()0 --> phi gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.18"
    },
    {
        "description": "B_s()0 --> f_2(1270) gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.191"
    },
    {
        "description": "B_s()0 --> f_2^'(1525) gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.192"
    },
    {
        "description": "B_s()0 --> phi(1680) gamma , phi --> K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit \\phi}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.193"
    },
    {
        "description": "B_s()0 --> phi_3(1850) gamma , phi_3 --> K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}_{{{3}}}{(1850)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit \\phi}_{{{3}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.194"
    },
    {
        "description": "B_s()0 --> f_2(2010) gamma , f_2 --> K+ K-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(2010)}}{{\\mathit \\gamma}}$  ,   ${{\\mathit f}_{{{2}}}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "S086.195"
    },
    {
        "description": "B_s()0 --> mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.15"
    },
    {
        "description": "B_s()0 --> e+ e-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S086.20"
    },
    {
        "description": "B_s()0 --> tau+ tau-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "S086.130"
    },
    {
        "description": "B_s()0 --> mu+ mu- gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S086.170"
    },
    {
        "description": "B_s()0 --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.59"
    },
    {
        "description": "B_s()0 --> S P , S --> mu+ mu- , P --> mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit S}}{{\\mathit P}}$  ,   ${{\\mathit S}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$  ,   ${{\\mathit P}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.64"
    },
    {
        "description": "B_s()0 --> a a , a --> mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit a}}{{\\mathit a}}$  ,   ${{\\mathit a}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.167"
    },
    {
        "description": "B_s()0 --> phi(1020) mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1020)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.31"
    },
    {
        "description": "B_s()0 --> f_2^'(1525) mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.164"
    },
    {
        "description": "B_s()0 --> Kbar^*(892)0 mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.137"
    },
    {
        "description": "B_s()0 --> pi+ pi- mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.117"
    },
    {
        "description": "B_s()0 --> Dbar0 mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.182"
    },
    {
        "description": "B_s()0 --> phi nu nubar",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\nu}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S086.19"
    },
    {
        "description": "B_s()0 --> invisible",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   invisible",
        "pdgId": "S086.181"
    },
    {
        "description": "B_s()0 --> e+- mu-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "S086.23"
    },
    {
        "description": "B_s()0 --> e+- tau-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S086.171"
    },
    {
        "description": "B_s()0 --> mu+- tau-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S086.149"
    },
    {
        "description": "B_s()0 --> phi mu+- e-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{\\pm}}{{\\mathit e}^{\\mp}}$",
        "pdgId": "S086.176"
    },
    {
        "description": "B_s()0 --> phi mu+- tau-+",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "S086.196"
    },
    {
        "description": "B_s()0 --> p mu-",
        "description_tex": "${{\\mathit B}_{{{s}}}^{0}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S086.179"
    },
    {
        "description": "B_s^*",
        "description_tex": "${{\\mathit B}_{{{s}}}^{*}}$",
        "pdgId": "S087"
    },
    {
        "description": "B_s* MASS",
        "description_tex": "${{\\mathit B}_{{{s}}}^{*}}$ MASS",
        "pdgId": "S087M"
    },
    {
        "description": "mass(B_s*)-mass(B_s)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{s}}}^{*}}}-{\\mathit m}_{{{\\mathit B}_{{{s}}}}}$",
        "pdgId": "S087DM"
    },
    {
        "description": "|(mass(B_s*)-mass(B_s)) - (mass(B*)-mass(B))|",
        "description_tex": "$\\vert ({\\mathit m}_{{{\\mathit B}_{{{s}}}^{*}}}-{\\mathit m}_{{{\\mathit B}_{{{s}}}}}$) $-$ (${\\mathit m}_{{{\\mathit B}^{*}}}-{\\mathit m}_{{{\\mathit B}}})\\vert $",
        "pdgId": "S087MD"
    },
    {
        "description": "B_s^* --> B_s gamma",
        "description_tex": "${{\\mathit B}_{{{s}}}^{*}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S087.1"
    },
    {
        "description": "B_s1(5830)0",
        "description_tex": "${{\\mathit B}_{{{s1}}}{(5830)}^{0}}$",
        "pdgId": "M187"
    },
    {
        "description": "B_s1(5830)0 MASS",
        "description_tex": "${{\\mathit B}_{{{s1}}}{(5830)}^{0}}$ MASS ",
        "pdgId": "M187M"
    },
    {
        "description": "mass(B_s10)-mass(B*+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{s1}}}^{0}}}-{\\mathit m}_{{{\\mathit B}^{*+}}}$",
        "pdgId": "M187DM"
    },
    {
        "description": "B_s1(5830)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{s1}}}{(5830)}^{0}}$ WIDTH",
        "pdgId": "M187W"
    },
    {
        "description": "G(B_s1(5830)0 --> B*+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s1}}}{(5830)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M187R01"
    },
    {
        "description": "G(B_s1(5830)0 --> B*0 K0S)/G(B_s1(5830)0 --> B*+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s1}}}{(5830)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*0}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit B}_{{{s1}}}{(5830)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}})$",
        "pdgId": "M187R00"
    },
    {
        "description": "B_s1(5830)0 --> B^*()+ K-",
        "description_tex": "${{\\mathit B}_{{{s1}}}{(5830)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}}$",
        "pdgId": "M187.1"
    },
    {
        "description": "B_s1(5830)0 --> B^*0 K0S",
        "description_tex": "${{\\mathit B}_{{{s1}}}{(5830)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*0}}{{\\mathit K}_S^0}$",
        "pdgId": "M187.2"
    },
    {
        "description": "B_s2^*(5840)0",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$",
        "pdgId": "M186"
    },
    {
        "description": "B_s2*(5840)0 MASS",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$ MASS ",
        "pdgId": "M186M"
    },
    {
        "description": "mass(B_s2*0)-mass(B_s10)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{s2}}}^{*0}}}-{\\mathit m}_{{{\\mathit B}_{{{s1}}}^{0}}}$",
        "pdgId": "M186DM"
    },
    {
        "description": "mass(B_s2*0)-mass(B+)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{s2}}}^{*0}}}-{\\mathit m}_{{{\\mathit B}^{+}}}$",
        "pdgId": "M186DM2"
    },
    {
        "description": "B_s2*(5840)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$ WIDTH ",
        "pdgId": "M186W"
    },
    {
        "description": "G(B_s2*(5840)0 --> B+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M186R01"
    },
    {
        "description": "G(B_s2*(5840)0 --> B*+ K-)/G(B_s2*(5840)0 --> B+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M186R02"
    },
    {
        "description": "G(B_s2*(5840)0 --> B*0 K0S)/G(B_s2*(5840)0 --> B0 K0S)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*0}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "M186R00"
    },
    {
        "description": "G(B_s2*(5840)0 --> B0 K0S)/G(B_s2*(5840)0 --> B+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\mathit K}_S^0}$ $)/\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M186R03"
    },
    {
        "description": "G(B_s2*(5840)0 --> B*+ K-)/G(B_s2*(5840)0 --> B+ K-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M186R04"
    },
    {
        "description": "B_s2^*(5840)0 --> B+ K-",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M186.1"
    },
    {
        "description": "B_s2^*(5840)0 --> B^*()+ K-",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\mathit K}^{-}}$",
        "pdgId": "M186.2"
    },
    {
        "description": "B_s2^*(5840)0 --> B0 K0S",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\mathit K}_S^0}$",
        "pdgId": "M186.4"
    },
    {
        "description": "B_s2^*(5840)0 --> B^*0 K0S",
        "description_tex": "${{\\mathit B}_{{{s2}}}^{*}{(5840)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{*0}}{{\\mathit K}_S^0}$",
        "pdgId": "M186.3"
    },
    {
        "description": "B_sJ^*(5850)",
        "description_tex": "${{\\mathit B}_{{{sJ}}}^{*}{(5850)}}$",
        "pdgId": "M153"
    },
    {
        "description": "B_sJ*(5850) MASS",
        "description_tex": "${{\\mathit B}_{{{sJ}}}^{*}{(5850)}}$ MASS",
        "pdgId": "M153M"
    },
    {
        "description": "B_sJ*(5850) WIDTH",
        "description_tex": "${{\\mathit B}_{{{sJ}}}^{*}{(5850)}}$ WIDTH",
        "pdgId": "M153W"
    },
    {
        "description": "B_sJ(6063)0",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6063)}^{0}}$",
        "pdgId": "M257"
    },
    {
        "description": "B_sJ(6063)0 MASS",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6063)}^{0}}$ MASS",
        "pdgId": "M257M"
    },
    {
        "description": "B_sJ(6063)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6063)}^{0}}$ WIDTH",
        "pdgId": "M257W"
    },
    {
        "description": "G(B_sJ(6063)0 --> B+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{sJ}}}{(6063)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M257R01"
    },
    {
        "description": "B_sJ(6063)0 --> B+ K-",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6063)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M257.1"
    },
    {
        "description": "B_sJ(6114)0",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6114)}^{0}}$",
        "pdgId": "M258"
    },
    {
        "description": "B_sJ(6114)0 MASS",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6114)}^{0}}$ MASS",
        "pdgId": "M258M"
    },
    {
        "description": "B_sJ(6114)0 WIDTH",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6114)}^{0}}$ WIDTH",
        "pdgId": "M258W"
    },
    {
        "description": "G(B_sJ(6114)0 --> B+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{sJ}}}{(6114)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M258R01"
    },
    {
        "description": "B_sJ(6114)0 --> B+ K-",
        "description_tex": "${{\\mathit B}_{{{sJ}}}{(6114)}^{0}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M258.1"
    },
    {
        "description": "B_c()+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$",
        "pdgId": "S091"
    },
    {
        "description": "B_c+ MASS",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$ MASS",
        "pdgId": "S091M"
    },
    {
        "description": "mass(B_c^+)-mass(B_s^0)",
        "description_tex": "${\\mathit m}_{{{\\mathit B}_{{{c}}}^{+}}}-{\\mathit m}_{{{\\mathit B}_{{{s}}}^{0}}}$",
        "pdgId": "S091A01"
    },
    {
        "description": "B_c+ MEAN LIFE",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$ MEAN LIFE",
        "pdgId": "S091T"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) lepton+ nu_lepton anything)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything$)/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R1"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) tau+ nu_tau)/G(B_c+ --> J/psi(1S) mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S091R29"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R2"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+)/G(B_c+ --> J/psi(1S) mu+ nu_mu)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})$",
        "pdgId": "S091R17"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R14"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+ pi0)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R65"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+ pi+ pi-)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R3"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+ pi+ pi-)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R01"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) a_1(1260))/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{1}}}{(1260)}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R4"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+ K- pi+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R03"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+ K- pi+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R04"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) pi+ pi+ pi+ pi- pi-)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R16"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D_s+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R69"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D_s*+)/G(B_c+ --> J/psi(1S) D_s+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}})$",
        "pdgId": "S091R71"
    },
    {
        "description": "G(B_c+ --> psi(2S) pi+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R11"
    },
    {
        "description": "G(B_c+ --> psi(2S) pi+)/G(B_c+ --> J/psi(1S) pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S091R62"
    },
    {
        "description": "G(B_c+ --> psi(2S) K+ K- pi+)/G(B_c+ --> J/psi(1S) K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R61"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+ K- K+)/G(B_c+ --> J/psi(1S) K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R59"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+ pi- pi+)/G(B_c+ --> J/psi(1S) K+ K- pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R60"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) K+ K- pi+)/G(B_c+ --> J/psi(1S) pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S091R58"
    },
    {
        "description": "G(B_c+ --> psi(2S) pi+ pi- pi+)/G(B_c+ --> J/psi(1S) pi+ pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S091R63"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D0 K+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R05"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D*(2007)0 K+)/G(B_c+ --> J/psi(1S) D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S091R20"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D*(2010)+ K*0)/G(B_c+ --> J/psi(1S) D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{*0}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S091R21"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D+ K*0)/G(B_c+ --> J/psi(1S) D0 K+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{+}}{{\\mathit K}^{*0}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{0}}{{\\mathit K}^{+}})$",
        "pdgId": "S091R22"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D_s+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R12"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D_s*+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R19"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) D_s*+)/G(B_c+ --> J/psi(1S) D_s+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{*+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}})$",
        "pdgId": "S091R13"
    },
    {
        "description": "G(B_c+ --> J/psi(1S) p pbar pi+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R18"
    },
    {
        "description": "G(B_c+ --> chi_c0 pi+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R23"
    },
    {
        "description": "G(B_c+ --> chi_c1 pi+)/G(B_c+ --> chi_c2 pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R67"
    },
    {
        "description": "G(B_c+ --> chi_c2 pi+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R66"
    },
    {
        "description": "G(B_c+ --> p pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R00"
    },
    {
        "description": "G(B_c+ --> D0 K+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R25"
    },
    {
        "description": "G(B_c+ --> D0 pi+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R26"
    },
    {
        "description": "G(B_c+ --> D*0 pi+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R27"
    },
    {
        "description": "G(B_c+ --> D*0 K+)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R28"
    },
    {
        "description": "G(B_c+ --> D_s+ Dbar0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R30"
    },
    {
        "description": "G(B_c+ --> D_s+ D0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R31"
    },
    {
        "description": "G(B_c+ --> D+ Dbar0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R32"
    },
    {
        "description": "G(B_c+ --> D+ D0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R33"
    },
    {
        "description": "[G(B_c+ --> D_s*+ Dbar0)+ G(B_c+ --> D_s+ Dbar*(2007)0)]/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}})$+ $\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})]/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R34"
    },
    {
        "description": "[G(B_c+ --> D_s*+ D0)+ G(B_c+ --> D_s+ D*(2007)0)]/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{0}})$+ $\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})]/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R35"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ Dbar0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R5"
    },
    {
        "description": "[G(B_c+ --> D*(2010)+ Dbar0  ,  D*+ --> D+ pi0 / gamma)+ G(B_c+ --> D+ Dbar*(2007)0)]/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit D}^{*+}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}}$ /  ${{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})]/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R36"
    },
    {
        "description": "[G(B_c+ --> D*(2010)+ D0  ,  D*+ --> D+ pi0 / gamma)+ G(B_c+ --> D+ D*(2007)0)]/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{0}}$  ,   ${{\\mathit D}^{*+}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}}$ /  ${{\\mathit \\gamma}})$+ $\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})]/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R37"
    },
    {
        "description": "G(B_c+ --> D_s*+ Dbar*(2007)0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R38"
    },
    {
        "description": "G(B_c+ --> D_s*+ D*(2007)0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R39"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ Dbar*(2007)0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R40"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ D*(2007)0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R41"
    },
    {
        "description": "G(B_c+ --> D+ K*0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R06"
    },
    {
        "description": "G(B_c+ --> D+ Kbar*0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R07"
    },
    {
        "description": "G(B_c+ --> D_s+ K*0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{*0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R08"
    },
    {
        "description": "G(B_c+ --> D_s+ Kbar*0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R09"
    },
    {
        "description": "G(B_c+ --> D_s+ phi)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R10"
    },
    {
        "description": "G(B_c+ --> K+ K0)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R02"
    },
    {
        "description": "G(B_c+ --> B_s0 pi+  /  x bbar --> B_s )/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}{{\\mathit \\pi}^{+}}$  / B(${{\\overline{\\mathit b}}}$  $\\rightarrow$ ${{\\mathit B}_{{{s}}}}$ ) $)/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R15"
    },
    {
        "description": "G(B_c+ --> D_s+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R42"
    },
    {
        "description": "G(B_c+ --> D_s+ D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R43"
    },
    {
        "description": "G(B_c+ --> D+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R44"
    },
    {
        "description": "G(B_c+ --> D+ D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R45"
    },
    {
        "description": "G(B_c+ --> D_s*+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R46"
    },
    {
        "description": "G(B_c+ --> D_s+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R47"
    },
    {
        "description": "G(B_c+ --> D_s*+ D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R48"
    },
    {
        "description": "G(B_c+ --> D_s+ D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R49"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R50"
    },
    {
        "description": "G(B_c+ --> D*(2007)+ D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{+}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R57"
    },
    {
        "description": "G(B_c+ --> D+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R51"
    },
    {
        "description": "G(B_c+ --> D+ D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R52"
    },
    {
        "description": "G(B_c+ --> D_s*+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R53"
    },
    {
        "description": "G(B_c+ --> D_s*+ D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R54"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R55"
    },
    {
        "description": "G(B_c+ --> D*(2010)+ D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S091R56"
    },
    {
        "description": "G(B_c+ --> B_s0 pi+)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R64"
    },
    {
        "description": "G(B_c+ --> pi+ mu+ mu-)/G(B_c+ --> J/psi(1S) pi+)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S091R68"
    },
    {
        "description": "G(B_c+ --> D_s+ mu+ mu-)/G(total)*B(bbar --> B_c)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}{\\times }B({{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}})$",
        "pdgId": "S091R70"
    },
    {
        "description": "POLARIZATION IN B_{{c}}()+ DECAY",
        "description_tex": "POLARIZATION IN ${{\\mathit B}_{{{c}}}^{+}}$ DECAY",
        "pdgId": "S091230"
    },
    {
        "description": "Gamma(L)/Gamma in B_c+ --> J/psi D_s*+",
        "description_tex": "$\\Gamma _{L}/\\Gamma $ in ${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S091FL1"
    },
    {
        "description": "A(P)(B_c+)",
        "description_tex": "A$_{P}({{\\mathit B}_{{{c}}}^{+}}$)",
        "pdgId": "S091A00"
    },
    {
        "description": "B_c()+ --> J/psi(1S) lepton+ nu_lepton anything",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}_{{{{{\\mathit \\ell}}}}}}$ anything",
        "pdgId": "S091.1"
    },
    {
        "description": "B_c()+ --> J/psi(1S) mu+ nu_mu",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S091.19"
    },
    {
        "description": "B_c()+ --> J/psi(1S) tau+ nu_tau",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\tau}^{+}}{{\\mathit \\nu}_{{{\\tau}}}}$",
        "pdgId": "S091.32"
    },
    {
        "description": "B_c()+ --> J/psi(1S) pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.2"
    },
    {
        "description": "B_c()+ --> J/psi(1S) K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.14"
    },
    {
        "description": "B_c()+ --> J/psi(1S) pi+ pi0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S091.56"
    },
    {
        "description": "B_c()+ --> J/psi(1S) pi+ pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S091.3"
    },
    {
        "description": "B_c()+ --> J/psi(1S) K+ pi- pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.51"
    },
    {
        "description": "B_c()+ --> J/psi(1S) K+ K- K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.52"
    },
    {
        "description": "B_c()+ --> J/psi(1S) a_1(1260)",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit a}_{{{1}}}{(1260)}}$",
        "pdgId": "S091.4"
    },
    {
        "description": "B_c()+ --> J/psi(1S) K+ K- pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.17"
    },
    {
        "description": "B_c()+ --> J/psi(1S) pi+ pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S091.18"
    },
    {
        "description": "B_c()+ --> psi(2S) pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.11"
    },
    {
        "description": "B_c()+ --> psi(2S) pi+ pi- pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.53"
    },
    {
        "description": "B_c()+ --> psi(2S) K+ K- pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.54"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D0 K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.22"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D^*(2007)0 K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{*}{(2007)}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.23"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D^*(2010)+ K^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S091.24"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D+ K^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S091.25"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D_s()+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{+}}$",
        "pdgId": "S091.12"
    },
    {
        "description": "B_c()+ --> J/psi(1S) D_s^*()+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit D}_{{{s}}}^{*+}}$",
        "pdgId": "S091.13"
    },
    {
        "description": "B_c()+ --> J/psi(1S) p pbar pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.20"
    },
    {
        "description": "B_c()+ --> chi_c0() pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.26"
    },
    {
        "description": "B_c()+ --> chi_c1 pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.58"
    },
    {
        "description": "B_c()+ --> chi_c2 pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.57"
    },
    {
        "description": "B_c()+ --> p pbar pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.21"
    },
    {
        "description": "B_c()+ --> D0 K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.27"
    },
    {
        "description": "B_c()+ --> D0 pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.28"
    },
    {
        "description": "B_c()+ --> D^*()0 pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.29"
    },
    {
        "description": "B_c()+ --> D^*()0 K+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit K}^{+}}$",
        "pdgId": "S091.31"
    },
    {
        "description": "B_c()+ --> D_s()+ Dbar0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S091.33"
    },
    {
        "description": "B_c()+ --> D_s()+ D0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{0}}$",
        "pdgId": "S091.35"
    },
    {
        "description": "B_c()+ --> D+ Dbar0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S091.36"
    },
    {
        "description": "B_c()+ --> D+ D0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{0}}$",
        "pdgId": "S091.37"
    },
    {
        "description": "B_c()+ --> D_s^*()+ Dbar0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S091.38"
    },
    {
        "description": "B_c()+ --> D_s()+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.39"
    },
    {
        "description": "B_c()+ --> D_s^*()+ D0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{0}}$",
        "pdgId": "S091.40"
    },
    {
        "description": "B_c()+ --> D_s()+ D^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.41"
    },
    {
        "description": "B_c()+ --> D^*(2010)+ Dbar0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "S091.5"
    },
    {
        "description": "B_c()+ --> D^*(2010)+ Dbar0 , D^*()+ --> D+ pi0 / gamma",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{0}}$  ,   ${{\\mathit D}^{*+}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}}$ /  ${{\\mathit \\gamma}}$",
        "pdgId": "S091.49"
    },
    {
        "description": "B_c()+ --> D+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.42"
    },
    {
        "description": "B_c()+ --> D^*(2007)+ D0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{+}}{{\\mathit D}^{0}}$",
        "pdgId": "S091.50"
    },
    {
        "description": "B_c()+ --> D^*(2010)+ D0 , D^*()+ --> D+ pi0 / gamma",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{0}}$  ,   ${{\\mathit D}^{*+}}$  $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit \\pi}^{0}}$ /  ${{\\mathit \\gamma}}$",
        "pdgId": "S091.43"
    },
    {
        "description": "B_c()+ --> D+ D^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.44"
    },
    {
        "description": "B_c()+ --> D_s^*()+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.45"
    },
    {
        "description": "B_c()+ --> D_s^*()+ D^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.46"
    },
    {
        "description": "B_c()+ --> D^*(2010)+ Dbar^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.47"
    },
    {
        "description": "B_c()+ --> D^*(2010)+ D^*(2007)0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "S091.48"
    },
    {
        "description": "B_c()+ --> D+ K^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S091.6"
    },
    {
        "description": "B_c()+ --> D+ Kbar^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S091.7"
    },
    {
        "description": "B_c()+ --> D_s()+ K^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit K}^{*0}}$",
        "pdgId": "S091.8"
    },
    {
        "description": "B_c()+ --> D_s()+ Kbar^*()0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "S091.9"
    },
    {
        "description": "B_c()+ --> D_s()+ phi",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\phi}}$",
        "pdgId": "S091.10"
    },
    {
        "description": "B_c()+ --> K+ K0",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{0}}$",
        "pdgId": "S091.15"
    },
    {
        "description": "B_c()+ --> B_s()0 pi+  / B(bbar --> B_s)",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}{{\\mathit \\pi}^{+}}$  / B(${{\\overline{\\mathit b}}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}$)",
        "pdgId": "S091.16"
    },
    {
        "description": "B_c()+ --> B_s()0 pi+",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S091.55"
    },
    {
        "description": "B_c()+ --> pi+ mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S091.59"
    },
    {
        "description": "B_c()+ --> D_s()+ mu+ mu-",
        "description_tex": "${{\\mathit B}_{{{c}}}^{+}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S091.60"
    },
    {
        "description": "B_c(2S)+-",
        "description_tex": "${{\\mathit B}_{{{c}}}{(2S)}^{\\pm}}$",
        "pdgId": "M217"
    },
    {
        "description": "B_c(2S)+- MASS",
        "description_tex": "${{\\mathit B}_{{{c}}}{(2S)}^{\\pm}}$ MASS",
        "pdgId": "M217M"
    },
    {
        "description": "G(B_c(2S)+ --> B_c+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit B}_{{{c}}}{(2S)}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M217R01"
    },
    {
        "description": "B_c(2S)+ --> B_c()+ pi+ pi-",
        "description_tex": "${{\\mathit B}_{{{c}}}{(2S)}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{c}}}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M217.1"
    },
    {
        "description": "Heavy Quarkonium Spectroscopy",
        "description_tex": "Heavy Quarkonium Spectroscopy",
        "pdgId": "M209"
    },
    {
        "description": "Charmonium",
        "description_tex": "Charmonium",
        "pdgId": "M826"
    },
    {
        "description": "eta_c(1S)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M026"
    },
    {
        "description": "eta_c(1S) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$ MASS",
        "pdgId": "M026M"
    },
    {
        "description": "eta_c(1S) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$ WIDTH",
        "pdgId": "M026W"
    },
    {
        "description": "G(eta_c(1S) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M026W1"
    },
    {
        "description": "G(eta_c(1S) --> eta'(958) pi pi) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G10"
    },
    {
        "description": "G(eta_c(1S) --> rho rho) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G09"
    },
    {
        "description": "G(eta_c(1S) --> K*(892) Kbar*(892)) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G08"
    },
    {
        "description": "G(eta_c(1S) --> phi phi) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G07"
    },
    {
        "description": "G(eta_c(1S) --> omega omega) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G03"
    },
    {
        "description": "G(eta_c(1S) --> omega phi) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G04"
    },
    {
        "description": "G(eta_c(1S) --> f_2(1270) f_2(1270)) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G19"
    },
    {
        "description": "G(eta_c(1S) --> f_2(1270) f_2'(1525)) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G20"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G14"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi-) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G15"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi- pi0) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G02"
    },
    {
        "description": "G(eta_c(1S) --> 2(K+ K-)) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G27"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi-)) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G11"
    },
    {
        "description": "G(eta_c(1S) --> p pbar) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026G01"
    },
    {
        "description": "G(eta_c(1S) --> eta'(958) K Kbar)/G(eta_c(1S) --> eta'(958) pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "M026R55"
    },
    {
        "description": "G(eta_c(1S) --> eta'(958) eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R63"
    },
    {
        "description": "G(eta_c(1S) --> rho rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R9"
    },
    {
        "description": "G(eta_c(1S) --> K*(892)0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R16"
    },
    {
        "description": "G(eta_c(1S) --> K*(892)0 Kbar*(892)0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R25"
    },
    {
        "description": "G(eta_c(1S) --> phi K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R21"
    },
    {
        "description": "G(eta_c(1S) --> phi 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R26"
    },
    {
        "description": "G(eta_c(1S) --> a_0(980) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R11"
    },
    {
        "description": "G(eta_c(1S) --> a_2(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R12"
    },
    {
        "description": "G(eta_c(1S) --> K*(892) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R17"
    },
    {
        "description": "G(eta_c(1S) --> f_2(1270) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R13"
    },
    {
        "description": "G(eta_c(1S) --> f_2(1270) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R60"
    },
    {
        "description": "G(eta_c(1S) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R22"
    },
    {
        "description": "G(eta_c(1S) --> f_0(500) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R57"
    },
    {
        "description": "G(eta_c(1S) --> f_0(500) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R58"
    },
    {
        "description": "G(eta_c(1S) --> f_0(980) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R41"
    },
    {
        "description": "G(eta_c(1S) --> f_0(980) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R56"
    },
    {
        "description": "G(eta_c(1S) --> f_0(1500) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R42"
    },
    {
        "description": "G(eta_c(1S) --> f_0(1710) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R59"
    },
    {
        "description": "G(eta_c(1S) --> f_0(2100) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(2100)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R61"
    },
    {
        "description": "G(eta_c(1S) --> f_0(2200) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(2200)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R43"
    },
    {
        "description": "G(eta_c(1S) --> a_0(1320) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1320)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R45"
    },
    {
        "description": "G(eta_c(1S) --> a_0(1450) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R46"
    },
    {
        "description": "G(eta_c(1S) --> a_2(1700) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P10"
    },
    {
        "description": "G(eta_c(1S) --> a_0(1710) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P13"
    },
    {
        "description": "G(eta_c(1S) --> a_0(1950) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1950)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R00"
    },
    {
        "description": "G(eta_c(1S) --> K*_0(1430) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 0}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R47"
    },
    {
        "description": "G(eta_c(1S) --> K*_2(1430) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 2}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R48"
    },
    {
        "description": "G(eta_c(1S) --> K*_0(1950) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 0}{(1950)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R49"
    },
    {
        "description": "G(eta_c(1S) --> K_0*(2600) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(2600)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P11"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R4"
    },
    {
        "description": "G(eta_c(1S) --> phi K+ K-)/G(eta_c(1S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M026R02"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R15"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar eta)/G(eta_c(1S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M026R40"
    },
    {
        "description": "G(eta_c(1S) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R6"
    },
    {
        "description": "G(eta_c(1S) --> eta 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R05"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi- pi0)/G(eta_c(1S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M026R01"
    },
    {
        "description": "G(eta_c(1S) --> K0 K- pi+ pi- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R06"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R23"
    },
    {
        "description": "G(eta_c(1S) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R51"
    },
    {
        "description": "G(eta_c(1S) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R07"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi- pi0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R08"
    },
    {
        "description": "G(eta_c(1S) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R24"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R2"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(eta_c(1S) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R33"
    },
    {
        "description": "G(eta_c(1S) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R09"
    },
    {
        "description": "G(eta_c(1S) --> K+ pbar Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R53"
    },
    {
        "description": "G(eta_c(1S) --> Lambdabar(1520) Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R54"
    },
    {
        "description": "G(eta_c(1S) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R28"
    },
    {
        "description": "G(eta_c(1S) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R29"
    },
    {
        "description": "G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R31"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(eta_c(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R32"
    },
    {
        "description": "G(eta_c(1S) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R34"
    },
    {
        "description": "G(eta_c(1S) --> pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R35"
    },
    {
        "description": "G(eta_c(1S) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R36"
    },
    {
        "description": "G(eta_c(1S) --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R37"
    },
    {
        "description": "G(eta_c(1S) --> eta'(958) pi pi)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R64"
    },
    {
        "description": "G(eta_c(1S) --> rho rho)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R65"
    },
    {
        "description": "G(eta_c(1S) --> K*(892)0 K- pi+ + c.c.)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R66"
    },
    {
        "description": "G(eta_c(1S) --> K*(892) Kbar*(892))/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R67"
    },
    {
        "description": "G(eta_c(1S) --> K*(892)0 Kbar*(892)0 pi+ pi-)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R68"
    },
    {
        "description": "G(eta_c(1S) --> phi K+ K-)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R69"
    },
    {
        "description": "G(eta_c(1S) --> phi phi)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R80"
    },
    {
        "description": "G(eta_c(1S) --> phi phi)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R70"
    },
    {
        "description": "G(eta_c(1S) --> omega omega)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R71"
    },
    {
        "description": "G(eta_c(1S) --> f_2(1270) f_2(1270))/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R72"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R73"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R74"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi)/G(total) * G(psi(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R75"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar pi)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R76"
    },
    {
        "description": "G(eta_c(1S) --> K Kbar eta)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R77"
    },
    {
        "description": "G(eta_c(1S) --> eta pi+ pi-)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R78"
    },
    {
        "description": "G(eta_c(1S) --> eta pi+ pi-)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R79"
    },
    {
        "description": "G(eta_c(1S) --> eta 2(pi+ pi-))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R81"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi-)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R84"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi-)/G(total) * G(psi(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R85"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- pi+ pi-)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R83"
    },
    {
        "description": "G(eta_c(1S) --> K0 K- pi+ pi- pi+ + c.c.)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R86"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- 2(pi+ pi-))/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R88"
    },
    {
        "description": "G(eta_c(1S) --> K+ K- 2(pi+ pi-))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R87"
    },
    {
        "description": "G(eta_c(1S) --> 2(K+ K-))/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R90"
    },
    {
        "description": "G(eta_c(1S) --> 2(K+ K-))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R89"
    },
    {
        "description": "G(eta_c(1S) --> pi+ pi- pi0 pi0)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R91"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi-))/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R93"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi-))/G(total) * G(psi(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R94"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi-))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R92"
    },
    {
        "description": "G(eta_c(1S) --> 2(pi+ pi- pi0))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R95"
    },
    {
        "description": "G(eta_c(1S) --> 3(pi+ pi-))/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R97"
    },
    {
        "description": "G(eta_c(1S) --> 3(pi+ pi-))/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R96"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R99"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R98"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(psi(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P00"
    },
    {
        "description": "G(eta_c(1S) --> p pbar)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P01"
    },
    {
        "description": "G(eta_c(1S) --> p pbar pi0)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P02"
    },
    {
        "description": "G(eta_c(1S) --> p pbar pi+ pi-)/G(total) * G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P07"
    },
    {
        "description": "G(eta_c(1S) --> p pbar pi+ pi-)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026R82"
    },
    {
        "description": "G(eta_c(1S) --> Lambda Lambdabar)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P03"
    },
    {
        "description": "G(eta_c(1S) --> Lambda Lambdabar)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P04"
    },
    {
        "description": "G(eta_c(1S) --> Sigma+ Sigmabar-)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P05"
    },
    {
        "description": "G(eta_c(1S) --> Xi- Xibar+)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P06"
    },
    {
        "description": "G(eta_c(1S) --> gamma gamma)/G(total) * G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P08"
    },
    {
        "description": "G(eta_c(1S) --> gamma gamma)/G(total) * G(B+ --> eta_c K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit B}^{+}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M026P09"
    },
    {
        "description": "eta_c(1S) --> eta^'(958) pi pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M026.24"
    },
    {
        "description": "eta_c(1S) --> eta^'(958) K Kbar",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M026.85"
    },
    {
        "description": "eta_c(1S) --> eta^'(958) eta eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M026.93"
    },
    {
        "description": "eta_c(1S) --> rho rho",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M026.19"
    },
    {
        "description": "eta_c(1S) --> K^*(892)0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M026.26"
    },
    {
        "description": "eta_c(1S) --> K^*(892) Kbar^*(892)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "M026.18"
    },
    {
        "description": "eta_c(1S) --> K^*(892)0 Kbar^*(892)0 pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M026.57"
    },
    {
        "description": "eta_c(1S) --> phi K+ K-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M026.28"
    },
    {
        "description": "eta_c(1S) --> phi phi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M026.17"
    },
    {
        "description": "eta_c(1S) --> phi 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M026.58"
    },
    {
        "description": "eta_c(1S) --> a_0(980) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.21"
    },
    {
        "description": "eta_c(1S) --> a_2(1320) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.22"
    },
    {
        "description": "eta_c(1S) --> K^*(892) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M026.40"
    },
    {
        "description": "eta_c(1S) --> f_2(1270) eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M026.23"
    },
    {
        "description": "eta_c(1S) --> f_2(1270) eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M026.92"
    },
    {
        "description": "eta_c(1S) --> omega omega",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M026.20"
    },
    {
        "description": "eta_c(1S) --> omega phi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M026.47"
    },
    {
        "description": "eta_c(1S) --> f_2(1270) f_2(1270)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M026.46"
    },
    {
        "description": "eta_c(1S) --> f_2(1270) f_2^'(1525)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M026.59"
    },
    {
        "description": "eta_c(1S) --> f_0(500) eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\eta}}$",
        "pdgId": "M026.86"
    },
    {
        "description": "eta_c(1S) --> f_0(500) eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(500)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M026.87"
    },
    {
        "description": "eta_c(1S) --> f_0(980) eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}}$",
        "pdgId": "M026.70"
    },
    {
        "description": "eta_c(1S) --> f_0(980) eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M026.88"
    },
    {
        "description": "eta_c(1S) --> f_0(1500) eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit \\eta}}$",
        "pdgId": "M026.71"
    },
    {
        "description": "eta_c(1S) --> f_0(1710) eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M026.90"
    },
    {
        "description": "eta_c(1S) --> f_0(2100) eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(2100)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M026.91"
    },
    {
        "description": "eta_c(1S) --> f_0(2200) eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(2200)}}{{\\mathit \\eta}}$",
        "pdgId": "M026.72"
    },
    {
        "description": "eta_c(1S) --> a_0(1320) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1320)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.74"
    },
    {
        "description": "eta_c(1S) --> a_0(1450) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.75"
    },
    {
        "description": "eta_c(1S) --> a_2(1700) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.94"
    },
    {
        "description": "eta_c(1S) --> a_0(1710) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.97"
    },
    {
        "description": "eta_c(1S) --> a_0(1950) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1950)}}{{\\mathit \\pi}}$",
        "pdgId": "M026.79"
    },
    {
        "description": "eta_c(1S) --> K^*_0(1430) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 0}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M026.76"
    },
    {
        "description": "eta_c(1S) --> K^*_2(1430) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 2}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M026.77"
    },
    {
        "description": "eta_c(1S) --> K^*_0(1950) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}_{\\mathrm 0}{(1950)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M026.78"
    },
    {
        "description": "eta_c(1S) --> K_0^*(2600) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(2600)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M026.95"
    },
    {
        "description": "eta_c(1S) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M026.14"
    },
    {
        "description": "eta_c(1S) --> K Kbar eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}}$",
        "pdgId": "M026.25"
    },
    {
        "description": "eta_c(1S) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M026.16"
    },
    {
        "description": "eta_c(1S) --> eta 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M026.61"
    },
    {
        "description": "eta_c(1S) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M026.15"
    },
    {
        "description": "eta_c(1S) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M026.60"
    },
    {
        "description": "eta_c(1S) --> K0 K- pi+ pi- pi+ + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M026.62"
    },
    {
        "description": "eta_c(1S) --> K+ K- 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M026.55"
    },
    {
        "description": "eta_c(1S) --> 2(K+ K-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M026.27"
    },
    {
        "description": "eta_c(1S) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M026.81"
    },
    {
        "description": "eta_c(1S) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M026.63"
    },
    {
        "description": "eta_c(1S) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M026.11"
    },
    {
        "description": "eta_c(1S) --> 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M026.64"
    },
    {
        "description": "eta_c(1S) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M026.56"
    },
    {
        "description": "eta_c(1S) --> p pbar",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M026.12"
    },
    {
        "description": "eta_c(1S) --> p pbar pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M026.65"
    },
    {
        "description": "eta_c(1S) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M026.13"
    },
    {
        "description": "eta_c(1S) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M026.45"
    },
    {
        "description": "eta_c(1S) --> K+ pbar Lambda + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M026.82"
    },
    {
        "description": "eta_c(1S) --> Lambdabar(1520) Lambda + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M026.83"
    },
    {
        "description": "eta_c(1S) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M026.66"
    },
    {
        "description": "eta_c(1S) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M026.67"
    },
    {
        "description": "eta_c(1S) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M026.31"
    },
    {
        "description": "eta_c(1S) --> pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M026.51"
    },
    {
        "description": "eta_c(1S) --> pi0 pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M026.52"
    },
    {
        "description": "eta_c(1S) --> K+ K-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M026.53"
    },
    {
        "description": "eta_c(1S) --> K0S K0S",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M026.54"
    },
    {
        "description": "J/psi(1S)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M070"
    },
    {
        "description": "J/psi(1S) MASS",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$ MASS",
        "pdgId": "M070M"
    },
    {
        "description": "J/psi(1S) WIDTH",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$ WIDTH",
        "pdgId": "M070W"
    },
    {
        "description": "G(J/psi(1S) --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "M070W3"
    },
    {
        "description": "G(J/psi(1S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M070W1"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M070W2"
    },
    {
        "description": "G(J/psi(1S) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M070W70"
    },
    {
        "description": "G(J/psi(1S) --> hadrons) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   hadrons$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G3"
    },
    {
        "description": "G(J/psi(1S) --> e+ e-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G1"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G2"
    },
    {
        "description": "G(J/psi(1S) --> eta pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G25"
    },
    {
        "description": "G(J/psi(1S) --> eta pi+ pi- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q20"
    },
    {
        "description": "G(J/psi(1S) --> eta pi+ pi- 3pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q19"
    },
    {
        "description": "G(J/psi(1S) --> eta K+ K-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q54"
    },
    {
        "description": "G(J/psi(1S) --> eta K+- K0S pi-+) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G38"
    },
    {
        "description": "G(J/psi(1S) --> rho+- pi-+ pi+ pi- 2pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q13"
    },
    {
        "description": "G(J/psi(1S) --> rho+ rho- pi+ pi- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q14"
    },
    {
        "description": "G(J/psi(1S) --> rho-+ K+- K0S) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\mp}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G31"
    },
    {
        "description": "G(J/psi(1S) --> omega pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G24"
    },
    {
        "description": "G(J/psi(1S) --> omega pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P54"
    },
    {
        "description": "G(J/psi(1S) --> omega 3pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q18"
    },
    {
        "description": "G(J/psi(1S) --> omega eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q21"
    },
    {
        "description": "G(J/psi(1S) --> omega pi+ pi- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G8"
    },
    {
        "description": "G(J/psi(1S) --> omega pi0 eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P58"
    },
    {
        "description": "G(J/psi(1S) --> omega pi+ pi- 2pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q11"
    },
    {
        "description": "G(J/psi(1S) --> omega K Kbar) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G29"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G18"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c. --> K+ K- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G20"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c. --> K0 K+- pi-+ + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G21"
    },
    {
        "description": "G(J/psi(1S) --> K0 Kbar*(892)0 + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G19"
    },
    {
        "description": "G(J/psi(1S) --> K0 Kbar*(892)0 + c.c. --> K0 K+- pi-+ + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G22"
    },
    {
        "description": "G(J/psi(1S) --> Kbar*(892)0 K+ pi- + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G39"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+- K-+ pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G32"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+ K0S pi- + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY4"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+ K0S pi- + c.c. --> K0S K0S pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY5"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 K0S pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G33"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 Kbar*(892)0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G01"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+- K*(892)-+) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(892)}^{\\mp}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY8"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)+ K0S pi- + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY6"
    },
    {
        "description": "G(J/psi(1S) --> Kbar_2*(1430)0 K*(892)0 + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G02"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)- K*(892)+ + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY9"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)- K*(892)+ + c.c. --> K*(892)+ K0S pi- + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GZ0"
    },
    {
        "description": "G(J/psi(1S) --> Kbar_2(1770)0 K*(892)0 + c.c. --> K*(892)0 K- pi+ + c.c.) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}{(1770)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G03"
    },
    {
        "description": "G(J/psi(1S) --> phi pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G14"
    },
    {
        "description": "G(J/psi(1S) --> phi pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G15"
    },
    {
        "description": "G(J/psi(1S) --> phi 2(pi+ pi-)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G10"
    },
    {
        "description": "G(J/psi(1S) --> phi eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G28"
    },
    {
        "description": "G(J/psi(1S) --> phi f_0(980) --> phi pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G05"
    },
    {
        "description": "G(J/psi(1S) --> phi f_0(980) --> phi pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G06"
    },
    {
        "description": "G(J/psi(1S) --> phi f_2(1270)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}{(1270)}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G07"
    },
    {
        "description": "G(J/psi(1S) --> phi f_2'(1525)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GZ2"
    },
    {
        "description": "G(J/psi(1S) --> phi K+ K-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G09"
    },
    {
        "description": "G(J/psi(1S) --> phi K0S K0S) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GZ1"
    },
    {
        "description": "G(J/psi(1S) --> f_2'(1525) K+ K-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GZ4"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi-) pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G23"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- 3pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P53"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- 4pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$4 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q17"
    },
    {
        "description": "G(J/psi(1S) --> rho+- pi-+ pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P55"
    },
    {
        "description": "G(J/psi(1S) --> rho+ rho- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P56"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G5"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi- pi0)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G7"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- pi0 K+ K-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G27"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi-)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G11"
    },
    {
        "description": "G(J/psi(1S) --> 3(pi+ pi-)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G6"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi-) 3pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q12"
    },
    {
        "description": "G(J/psi(1S) --> 2( pi+ pi- ) eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G26"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi- pi0) eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)  ${{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q15"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- pi0 pi0 eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P57"
    },
    {
        "description": "G(J/psi(1S) --> rho+- pi-+ pi0 eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P59"
    },
    {
        "description": "G(J/psi(1S) --> K+ K-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G08"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0L pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G41"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 Kbar0 + c.c. --> K0S K0L pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G42"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)0 Kbar0 + c.c. --> K0S K0L pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G43"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G12"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G04"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi0 pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q51"
    },
    {
        "description": "G(J/psi(1S) --> K0S K+- pi-+ pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q52"
    },
    {
        "description": "G(J/psi(1S) --> K0S K+- pi-+ pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q53"
    },
    {
        "description": "G(J/psi(1S) --> K0S K+- rho(770)+- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\rho}{(770)}^{\\pm}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q62"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0L pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY1"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0L pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G40"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0L eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G35"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0S pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY2"
    },
    {
        "description": "G(J/psi(1S) --> K-+ K0S pi+- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G34"
    },
    {
        "description": "G(J/psi(1S) --> K0S K+- pi-+ rho(770)0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}{(770)}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q55"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- 2(pi+ pi-)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G9"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi+ pi- eta) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G30"
    },
    {
        "description": "G(J/psi(1S) --> 2(K+ K-)) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G13"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- K0S K0S) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070GY3"
    },
    {
        "description": "G(J/psi(1S) --> K0S K*(892)0 pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q56"
    },
    {
        "description": "G(J/psi(1S) --> K0S K*(892)0 pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q61"
    },
    {
        "description": "G(J/psi(1S) --> K-+ K*(892)+- pi+ pi-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q57"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+- K*(892)0 pi-+) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{\\mp}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q58"
    },
    {
        "description": "G(J/psi(1S) --> K-+ K*(892)+- pi0 pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q60"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+ K*(892)- pi0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q59"
    },
    {
        "description": "G(J/psi(1S) --> p pbar) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G4"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Lambdabar) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G16"
    },
    {
        "description": "G(J/psi(1S) --> Sigma+ Sigmabar-) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q50"
    },
    {
        "description": "G(J/psi(1S) --> Sigma0 Sigmabar0) * G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070G17"
    },
    {
        "description": "G(J/psi(1S) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R3"
    },
    {
        "description": "G(J/psi(1S) --> virtual gamma --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   virtual  ${{\\mathit \\gamma}}$  $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R4"
    },
    {
        "description": "G(J/psi(1S) --> g g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S65"
    },
    {
        "description": "G(J/psi(1S) --> gamma g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S66"
    },
    {
        "description": "G(J/psi(1S) --> gamma g g)/G(J/psi(1S) --> g g g)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})$",
        "pdgId": "M070S67"
    },
    {
        "description": "G(J/psi(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R1"
    },
    {
        "description": "G(J/psi(1S) --> e+ e- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S33"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R2"
    },
    {
        "description": "G(J/psi(1S) --> e+ e-)/G(J/psi(1S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M070R5"
    },
    {
        "description": "G(J/psi(1S) --> e+ e- e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q71"
    },
    {
        "description": "G(J/psi(1S) --> e+ e- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q72"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu- mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q74"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu- mu+ mu-)/G(J/psi(1S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M070Q70"
    },
    {
        "description": "G(J/psi(1S) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R20"
    },
    {
        "description": "G(J/psi(1S) --> rho pi)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P18"
    },
    {
        "description": "G(J/psi(1S) --> rho0 pi0)/G(J/psi(1S) --> rho pi)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})$",
        "pdgId": "M070R21"
    },
    {
        "description": "G(J/psi(1S) --> a_2(1320)0 pi+ pi- --> 2(pi+ pi- ) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q39"
    },
    {
        "description": "G(J/psi(1S) --> a_2(1320)+ pi- pi0 + c.c --> 2(pi+ pi- ) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q40"
    },
    {
        "description": "G(J/psi(1S) --> a_2(1320) rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R43"
    },
    {
        "description": "G(J/psi(1S) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P81"
    },
    {
        "description": "G(J/psi(1S) --> eta rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R22"
    },
    {
        "description": "G(J/psi(1S) --> eta phi(2170) --> eta phi f_0(980) --> eta phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B12"
    },
    {
        "description": "G(J/psi(1S) --> eta phi(2170) --> eta K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S70"
    },
    {
        "description": "G(J/psi(1S) --> eta K+- K0S pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S57"
    },
    {
        "description": "G(J/psi(1S) --> eta K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S69"
    },
    {
        "description": "G(J/psi(1S) --> rho eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R23"
    },
    {
        "description": "G(J/psi(1S) --> rho+ K+ K- pi- + c.c --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$ + c.c $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q41"
    },
    {
        "description": "G(J/psi(1S) --> h_1(1415) eta' --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1415)}}{{\\mathit \\eta}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q33"
    },
    {
        "description": "G(J/psi(1S) --> h_1(1595) eta' --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1595)}}{{\\mathit \\eta}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q34"
    },
    {
        "description": "G(J/psi(1S) --> rho(1450) pi --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q49"
    },
    {
        "description": "G(J/psi(1S) --> rho(1450) pi --> pi+ pi- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P25"
    },
    {
        "description": "G(J/psi(1S) --> rho(1450)+- pi-+ --> K0S K+- pi-+)/G(J/psi(1S) --> K0S K+- pi-+)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$",
        "pdgId": "M070P31"
    },
    {
        "description": "G(J/psi(1S) --> rho(1450)0 pi0 --> K+ K- pi0)/G(J/psi(1S) --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P27"
    },
    {
        "description": "G(J/psi(1S) --> rho(1450) eta'(958) --> pi+ pi- eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\eta}^{\\,'}{(958)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P36"
    },
    {
        "description": "G(J/psi(1S) --> rho(1700) pi --> pi+ pi- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P21"
    },
    {
        "description": "G(J/psi(1S) --> rho(2150) pi --> pi+ pi- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(2150)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P22"
    },
    {
        "description": "G(J/psi(1S) --> rho_3(1690) pi --> pi+ pi- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}_{{{3}}}{(1690)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P24"
    },
    {
        "description": "G(J/psi(1S) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R32"
    },
    {
        "description": "G(J/psi(1S) --> omega pi0 --> pi+ pi- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P23"
    },
    {
        "description": "G(J/psi(1S) --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R24"
    },
    {
        "description": "G(J/psi(1S) --> omega pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S26"
    },
    {
        "description": "G(J/psi(1S) --> omega f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R28"
    },
    {
        "description": "G(J/psi(1S) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R30"
    },
    {
        "description": "G(J/psi(1S) --> omega pi+ pi+ pi- pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R26"
    },
    {
        "description": "G(J/psi(1S) --> omega eta' pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P83"
    },
    {
        "description": "G(J/psi(1S) --> omega eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R31"
    },
    {
        "description": "G(J/psi(1S) --> omega f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S27"
    },
    {
        "description": "G(J/psi(1S) --> omega f_0(1710) --> omega K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S25"
    },
    {
        "description": "G(J/psi(1S) --> omega f_1(1420))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1420)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S5"
    },
    {
        "description": "G(J/psi(1S) --> omega f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R29"
    },
    {
        "description": "G(J/psi(1S) --> omega X(1835) --> omega p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S81"
    },
    {
        "description": "G(J/psi(1S) --> omega X(1835)  ,  X --> eta' pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1835)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P84"
    },
    {
        "description": "G(J/psi(1S) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q38"
    },
    {
        "description": "G(J/psi(1S) --> omega K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q78"
    },
    {
        "description": "G(J/psi(1S) --> omega K+- K0S pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S1"
    },
    {
        "description": "G(J/psi(1S) --> omega K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R27"
    },
    {
        "description": "G(J/psi(1S) --> omega K*(892) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S2"
    },
    {
        "description": "G(J/psi(1S) --> eta' K*+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P48"
    },
    {
        "description": "G(J/psi(1S) --> eta' K*0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P49"
    },
    {
        "description": "G(J/psi(1S) --> eta' h_1(1415) --> eta' K* Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P52"
    },
    {
        "description": "G(J/psi(1S) --> eta' h_1(1415) --> eta' K*+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P44"
    },
    {
        "description": "G(J/psi(1S) --> eta' h_1(1415) --> gamma eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q28"
    },
    {
        "description": "G(J/psi(1S) --> Kbar K*(892) +c.c. --> K0S K+- pi-+)/G(J/psi(1S) --> K0S K+- pi-+)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}}{{\\mathit K}^{*}{(892)}}$ +c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$",
        "pdgId": "M070P30"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S15"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c. --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P79"
    },
    {
        "description": "G(J/psi(1S) --> K+ K*(892)- + c.c. --> K+ K- pi0)/G(J/psi(1S) --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P26"
    },
    {
        "description": "G(J/psi(1S) --> K0 Kbar*(892)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S16"
    },
    {
        "description": "G(J/psi(1S) --> Kbar*(892)0 K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S52"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 K- pi+ + c.c. --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q42"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 K0S --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P71"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+- K*(700)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(700)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S74"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R46"
    },
    {
        "description": "G(J/psi(1S) --> K*(892)+- K*(892)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(892)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S73"
    },
    {
        "description": "G(J/psi(1S) --> K_1(1400)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S35"
    },
    {
        "description": "G(J/psi(1S) --> K*(1410) Kbar +c.c --> K+- K-+ pi0)/G(J/psi(1S) --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\overline{\\mathit K}}}$ +c.c $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P28"
    },
    {
        "description": "G(J/psi(1S) --> K*(1410) Kbar + c.c. --> K0S K+- pi-+)/G(J/psi(1S) --> K0S K+- pi-+)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\overline{\\mathit K}}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$",
        "pdgId": "M070P32"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430) Kbar +c.c. --> K+- K-+ pi0)/G(J/psi(1S) --> K+ K- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ +c.c. $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P29"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430) Kbar + c.c. --> K0S K+- pi-+)/G(J/psi(1S) --> K0S K+- pi-+)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$",
        "pdgId": "M070P33"
    },
    {
        "description": "G(J/psi(1S) --> Kbar_2*(1430) K + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}}{{\\mathit K}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R45"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)+ K- + c.c. --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P76"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)0 K- pi+ + c.c. --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q43"
    },
    {
        "description": "G(J/psi(1S) --> Kbar_2*(1430)0 K*(892)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R48"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1430)0 Kbar_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R47"
    },
    {
        "description": "G(J/psi(1S) --> K_2*(1980)+ K- + c.c. --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1980)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P77"
    },
    {
        "description": "G(J/psi(1S) --> K_4*(2045)+ K- + c.c. --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P78"
    },
    {
        "description": "G(J/psi(1S) --> K_1(1270)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S34"
    },
    {
        "description": "G(J/psi(1S) --> K_1(1270) K0S --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}}{{\\mathit K}_S^0}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P72"
    },
    {
        "description": "G(J/psi(1S) --> a_2(1320)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R42"
    },
    {
        "description": "G(J/psi(1S) --> phi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R33"
    },
    {
        "description": "G(J/psi(1S) --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R34"
    },
    {
        "description": "G(J/psi(1S) --> phi 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R35"
    },
    {
        "description": "G(J/psi(1S) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R37"
    },
    {
        "description": "G(J/psi(1S) --> phi eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R38"
    },
    {
        "description": "G(J/psi(1S) --> phi eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P85"
    },
    {
        "description": "G(J/psi(1S) --> phi f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R41"
    },
    {
        "description": "G(J/psi(1S) --> phi pi0 f_0(980) --> phi pi0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S97"
    },
    {
        "description": "G(J/psi(1S) --> phi pi0 f_0(980) --> phi pi0 p0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit p}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S98"
    },
    {
        "description": "G(J/psi(1S) --> phi f_0(980) eta --> eta phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R08"
    },
    {
        "description": "G(J/psi(1S) --> phi a_0(980)0 --> phi eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit a}_{{{0}}}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S75"
    },
    {
        "description": "G(J/psi(1S) --> phi(1680)0 pi0 --> phi eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q80"
    },
    {
        "description": "G(J/psi(1S) --> X(2000)0 pi0 --> phi eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(2000)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q81"
    },
    {
        "description": "G(J/psi(1S) --> h_1(1900)0 pi0 --> phi eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1900)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q82"
    },
    {
        "description": "G(J/psi(1S) --> phi f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R39"
    },
    {
        "description": "G(J/psi(1S) --> phi f_1(1285))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S6"
    },
    {
        "description": "G(J/psi(1S) --> phi f_1(1285) --> phi pi0 f_0(980) --> phi pi0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S99"
    },
    {
        "description": "G(J/psi(1S) --> phi f_1(1285) --> phi pi0 f_0(980) --> phi 3pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}$3 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S00"
    },
    {
        "description": "G(J/psi(1S) --> phi eta(1405) --> phi eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S23"
    },
    {
        "description": "G(J/psi(1S) --> phi f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R40"
    },
    {
        "description": "G(J/psi(1S) --> phi X(1835) --> phi p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P00"
    },
    {
        "description": "G(J/psi(1S) --> phi X(1835) --> phi eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B10"
    },
    {
        "description": "G(J/psi(1S) --> phi X(1870) --> phi eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1870)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B11"
    },
    {
        "description": "G(J/psi(1S) --> phi K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R36"
    },
    {
        "description": "G(J/psi(1S) --> phi f_0(1710) --> phi K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S24"
    },
    {
        "description": "G(J/psi(1S) --> phi K+- K0S pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S3"
    },
    {
        "description": "G(J/psi(1S) --> phi K*(892) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S4"
    },
    {
        "description": "G(J/psi(1S) --> b_1(1235)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R49"
    },
    {
        "description": "G(J/psi(1S) --> b_1(1235)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S28"
    },
    {
        "description": "G(J/psi(1S) --> Delta(1232)+ pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{+}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S14"
    },
    {
        "description": "G(J/psi(1S) --> Delta(1232)++ pbar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{++}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R70"
    },
    {
        "description": "G(J/psi(1S) --> Delta(1232)++ Deltabar(1232)--)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{++}}{{\\overline{\\mathit \\Delta}}{(1232)}^{--}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R66"
    },
    {
        "description": "G(J/psi(1S) --> Sigmabar(1385)0 p K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}{(1385)}^{0}}{{\\mathit p}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R74"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)0 Lambdabar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S13"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)- Sigmabar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R68"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)+ Sigmabar- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q47"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)- Sigmabar(1385)+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R67"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)+ Sigmabar(1385)- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q48"
    },
    {
        "description": "G(J/psi(1S) --> Sigma(1385)0 Sigmabar(1385)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P17"
    },
    {
        "description": "G(J/psi(1S) --> Lambda(1520) Lambdabar + c.c. --> gamma Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}}$ + c.c. $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S77"
    },
    {
        "description": "G(J/psi(1S) --> Lambdabar(1520) Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P60"
    },
    {
        "description": "G(J/psi(1S) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S64"
    },
    {
        "description": "G(J/psi(1S) --> Xi(1530)- Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S9"
    },
    {
        "description": "G(J/psi(1S) --> Xi(1530)0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S10"
    },
    {
        "description": "G(J/psi(1S) --> Theta(1540) Thetabar(1540) --> K0S p K- nbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\overline{\\mathit \\Theta}}{(1540)}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S47"
    },
    {
        "description": "G(J/psi(1S) --> Theta(1540) K- nbar --> K0S p K- nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S48"
    },
    {
        "description": "G(J/psi(1S) --> Theta(1540) K0S pbar --> K0S pbar K+ n)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S49"
    },
    {
        "description": "G(J/psi(1S) --> Thetabar(1540) K+ n --> K0S pbar K+ n)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}^{+}}{{\\mathit n}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S50"
    },
    {
        "description": "G(J/psi(1S) --> Thetabar(1540) K0S p --> K0S p K- nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}_S^0}$  ${{\\mathit p}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S51"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R9"
    },
    {
        "description": "G(J/psi(1S) --> 3(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R11"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R7"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi- pi0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R18"
    },
    {
        "description": "G(J/psi(1S) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R6"
    },
    {
        "description": "G(J/psi(1S) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R8"
    },
    {
        "description": "G(J/psi(1S) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R10"
    },
    {
        "description": "G(J/psi(1S) --> 4(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R12"
    },
    {
        "description": "G(J/psi(1S) --> 2( pi+ pi- ) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S42"
    },
    {
        "description": "G(J/psi(1S) --> 3( pi+ pi- ) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S43"
    },
    {
        "description": "G(J/psi(1S) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R13"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0L)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R75"
    },
    {
        "description": "G(J/psi(1S) --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R14"
    },
    {
        "description": "G(J/psi(1S) --> K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R15"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P80"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi0)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P34"
    },
    {
        "description": "G(J/psi(1S) --> K0S K+- pi-+)/G(J/psi(1S) --> pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M070P35"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R16"
    },
    {
        "description": "G(J/psi(1S) --> K+ K- 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R17"
    },
    {
        "description": "G(J/psi(1S) --> 2(K+ K-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R19"
    },
    {
        "description": "G(J/psi(1S) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R50"
    },
    {
        "description": "G(J/psi(1S) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R52"
    },
    {
        "description": "G(J/psi(1S) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R54"
    },
    {
        "description": "G(J/psi(1S) --> p pbar pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R55"
    },
    {
        "description": "G(J/psi(1S) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R56"
    },
    {
        "description": "G(J/psi(1S) --> p pbar rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R57"
    },
    {
        "description": "G(J/psi(1S) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R58"
    },
    {
        "description": "G(J/psi(1S) --> p pbar eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R59"
    },
    {
        "description": "G(J/psi(1S) --> p pbar a_0(980) --> p pbar pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit a}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S94"
    },
    {
        "description": "G(J/psi(1S) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S22"
    },
    {
        "description": "G(J/psi(1S) --> p nbar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R53"
    },
    {
        "description": "G(J/psi(1S) --> n nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R64"
    },
    {
        "description": "G(J/psi(1S) --> n nbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R65"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R60"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Lambdabar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S11"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S78"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Lambdabar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R07"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Sigmabar- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R71"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Sigmabar+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q46"
    },
    {
        "description": "G(J/psi(1S) --> p K- Lambdabar +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R72"
    },
    {
        "description": "G(J/psi(1S) --> p K- Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R73"
    },
    {
        "description": "G(J/psi(1S) --> p K0S Sigmabar- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Sigma}}^{-}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q73"
    },
    {
        "description": "G(J/psi(1S) --> Lambdabar n K0S + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit n}}{{\\mathit K}_S^0}$  + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S56"
    },
    {
        "description": "G(J/psi(1S) --> Lambda Sigmabar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R61"
    },
    {
        "description": "G(J/psi(1S) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S09"
    },
    {
        "description": "G(J/psi(1S) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R63"
    },
    {
        "description": "G(J/psi(1S) --> Sigma+ Sigmabar- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q45"
    },
    {
        "description": "G(J/psi(1S) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R62"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R85"
    },
    {
        "description": "G(J/psi(1S) --> 3gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R81"
    },
    {
        "description": "G(J/psi(1S) --> 4gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  4 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S06"
    },
    {
        "description": "G(J/psi(1S) --> 5gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  5 ${{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S07"
    },
    {
        "description": "G(J/psi(1S) --> gamma pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R82"
    },
    {
        "description": "G(J/psi(1S) --> gamma pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B00"
    },
    {
        "description": "G(J/psi(1S) --> gamma 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R95"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1270) f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S45"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1270) f_2(1270) (non resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}}$ (non resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S46"
    },
    {
        "description": "G(J/psi(1S) --> gamma pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R99"
    },
    {
        "description": "G(J/psi(1S) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P73"
    },
    {
        "description": "G(J/psi(1S) --> gamma (K Kbar pi) [,JPC=,0-+])/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$( ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$)  [$\\mathit J{}^{PC} = 0{}^{-+}])/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S38"
    },
    {
        "description": "G(J/psi(1S) --> gamma K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B05"
    },
    {
        "description": "G(J/psi(1S) --> gamma K*(892) Kbar*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B07"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R83"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P01"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(500) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P95"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(500) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P97"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(500) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P98"
    },
    {
        "description": "G(J/psi(1S) --> gamma a_0(980)0 --> gamma eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit a}_{{{0}}}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P02"
    },
    {
        "description": "G(J/psi(1S) --> gamma a_2(1320)0 --> gamma eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit a}_{{{2}}}{(1320)}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P03"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R96"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta_2(1870) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{2}}}{(1870)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S37"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R84"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(980) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P90"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(980) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P91"
    },
    {
        "description": "G(J/psi(1S) --> gamma rho rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R94"
    },
    {
        "description": "G(J/psi(1S) --> gamma rho omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R05"
    },
    {
        "description": "G(J/psi(1S) --> gamma rho phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R06"
    },
    {
        "description": "G(J/psi(1S) --> gamma omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R97"
    },
    {
        "description": "G(J/psi(1S) --> gamma phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R98"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405/1475) --> gamma K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R89"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405/1475) --> gamma gamma rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S30"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405/1475) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S29"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405/1475) --> gamma rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S19"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405/1475) --> gamma gamma phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R77"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q76"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi0 pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q77"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1405) --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P38"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1475) --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P39"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1760) --> gamma rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S20"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1760) --> gamma omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R04"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(1760) --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P40"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(2225))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2225)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S21"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R86"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1270) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P68"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_1(1285))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1285)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R88"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1370) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P92"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1370) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R00"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1370) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P63"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1370) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P93"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1370) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P94"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_1(1420) --> gamma K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1420)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S31"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1500) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S32"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1500) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S83"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1500) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P64"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1500) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P99"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_1(1510) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1510)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S36"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R87"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2'(1525) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P69"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2'(1525) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S86"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1565) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1565)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q31"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1640) --> gamma omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1640)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R02"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B01"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R91"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R01"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S84"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q00"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1710) --> gamma omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S79"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1770) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1770)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P65"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1810) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S87"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta_1(1855) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{1}}}{(1855)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q44"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(1770) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1770)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q30"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1910) --> gamma omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R03"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(1950) --> gamma K*(892) Kbar*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B06"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(2010) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2010)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q37"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2020) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q01"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2020) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q02"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2020) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q03"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2020) --> gamma eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q25"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2020) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q35"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_4(2050))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S7"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_4(2050) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q32"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2100) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S85"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2100) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q04"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2100) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B08"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2200))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S18"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2200) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B09"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2200) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P66"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2200) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q05"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2200) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q06"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_J(2220))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R92"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_J(2220) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B02"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_J(2220) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B03"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_J(2220) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B04"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2330) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P67"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2330) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q07"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2330) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q08"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2330) --> gamma eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q26"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2330) --> gamma eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q36"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(2340) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S88"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(2340) --> gamma K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P70"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_2(2340) --> gamma eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q29"
    },
    {
        "description": "G(J/psi(1S) --> gamma f_0(2470) --> gamma eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2470)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q27"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R78"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S71"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma K0S K0S eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S96"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma gamma phi(1020))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P37"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P41"
    },
    {
        "description": "G(J/psi(1S) --> gamma X(1835) --> gamma 3( pi+ pi- ))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S82"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(2370) --> gamma K+ K- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P86"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(2370) --> gamma K0S K0S eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P87"
    },
    {
        "description": "G(J/psi(1S) --> gamma eta(2370) --> gamma eta eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P88"
    },
    {
        "description": "G(J/psi(1S) --> gamma D0 +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit D}^{0}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q79"
    },
    {
        "description": "G(J/psi(1S) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R90"
    },
    {
        "description": "G(J/psi(1S) --> gamma p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R93"
    },
    {
        "description": "G(J/psi(1S) --> gamma Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S8"
    },
    {
        "description": "G(J/psi(1S) --> gamma A0 --> gamma invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$ invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S68"
    },
    {
        "description": "G(J/psi(1S) --> gamma A0 --> gamma gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q68"
    },
    {
        "description": "G(J/psi(1S) --> gamma A0 --> gamma mu+ mu-)/G(total)  (narrow state A0 with 0.2 GeV <mass(A0) < 3 GeV)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$  (narrow state ${{\\mathit A}^{0}}$ with 0.2 GeV $&lt;{\\mathit m}_{{{\\mathit A}^{0}}}$ $&lt;$ 3 GeV)",
        "pdgId": "M070S76"
    },
    {
        "description": "G(J/psi(1S) --> pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S89"
    },
    {
        "description": "G(J/psi(1S) --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S90"
    },
    {
        "description": "G(J/psi(1S) --> eta'(958) e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S91"
    },
    {
        "description": "G(J/psi(1S) --> eta(1405) e+ e- --> f_0(980) pi0 e+ e- --> pi+ pi- pi0 e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q75"
    },
    {
        "description": "G(J/psi(1S) --> X(1835) e+ e-  ,  X --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(1835)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q22"
    },
    {
        "description": "G(J/psi(1S) --> X(2120) e+ e-  ,  X --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(2120)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q24"
    },
    {
        "description": "G(J/psi(1S) --> eta(2370) e+ e-  ,  eta --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}{(2370)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q23"
    },
    {
        "description": "G(J/psi(1S) --> eta U --> eta e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P42"
    },
    {
        "description": "G(J/psi(1S) --> eta'(958) U --> eta'(958) e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P61"
    },
    {
        "description": "G(J/psi(1S) --> phi e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P82"
    },
    {
        "description": "G(J/psi(1S) --> D- e+ nu(e) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S53"
    },
    {
        "description": "G(J/psi(1S) --> D- mu+ nu_mu + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q67"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 e+ e- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S54"
    },
    {
        "description": "G(J/psi(1S) --> D_s- e+ nu(e) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S55"
    },
    {
        "description": "G(J/psi(1S) --> D_s*- e+ nu(e) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070B13"
    },
    {
        "description": "G(J/psi(1S) --> D- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S61"
    },
    {
        "description": "G(J/psi(1S) --> D- rho+ + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q63"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 pi0 + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q64"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S62"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 Kbar*0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S93"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 eta + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q65"
    },
    {
        "description": "G(J/psi(1S) --> Dbar0 rho0 + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{0}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q66"
    },
    {
        "description": "G(J/psi(1S) --> D_s- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S63"
    },
    {
        "description": "G(J/psi(1S) --> D_s- rho+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\rho}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S92"
    },
    {
        "description": "G(J/psi(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070R80"
    },
    {
        "description": "G(J/psi(1S) --> gamma phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S95"
    },
    {
        "description": "G(J/psi(1S) --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S39"
    },
    {
        "description": "G(J/psi(1S) --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S40"
    },
    {
        "description": "G(J/psi(1S) --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M070S41"
    },
    {
        "description": "G(J/psi(1S) --> Lambda_c+ e-  +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit e}^{-}}$  +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070P74"
    },
    {
        "description": "G(J/psi(1S) --> invisible)/G(J/psi(1S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M070S80"
    },
    {
        "description": "G(J/psi(1S) --> invisible)/G(J/psi(1S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M070S60"
    },
    {
        "description": "G(J/psi(1S) --> mu+ mu- X0 --> mu+ mu- + invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ + invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M070Q69"
    },
    {
        "description": "J/psi(1S) --> hadrons",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M070.3"
    },
    {
        "description": "J/psi(1S) --> virtual gamma --> hadrons",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   virtual  ${{\\mathit \\gamma}}$  $\\rightarrow$   hadrons",
        "pdgId": "M070.4"
    },
    {
        "description": "J/psi(1S) --> g g g",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M070.249"
    },
    {
        "description": "J/psi(1S) --> gamma g g",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M070.250"
    },
    {
        "description": "J/psi(1S) --> e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.1"
    },
    {
        "description": "J/psi(1S) --> e+ e- gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.5"
    },
    {
        "description": "J/psi(1S) --> mu+ mu-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M070.2"
    },
    {
        "description": "J/psi(1S) --> e+ e- e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.472"
    },
    {
        "description": "J/psi(1S) --> e+ e- mu+ mu-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M070.473"
    },
    {
        "description": "J/psi(1S) --> mu+ mu- mu+ mu-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M070.471"
    },
    {
        "description": "J/psi(1S) --> rho pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M070.20"
    },
    {
        "description": "J/psi(1S) --> rho0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.21"
    },
    {
        "description": "J/psi(1S) --> a_2(1320)0 pi+ pi- --> 2 (pi+ pi- ) pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  $\\rightarrow$  2 ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.442"
    },
    {
        "description": "J/psi(1S) --> a_2(1320)+ pi- pi0 + c.c --> 2 (pi+ pi- ) pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c $\\rightarrow$  2 ( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.443"
    },
    {
        "description": "J/psi(1S) --> a_2(1320) rho",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}}{{\\mathit \\rho}}$",
        "pdgId": "M070.43"
    },
    {
        "description": "J/psi(1S) --> eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.239"
    },
    {
        "description": "J/psi(1S) --> eta rho",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}}$",
        "pdgId": "M070.22"
    },
    {
        "description": "J/psi(1S) --> eta pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.420"
    },
    {
        "description": "J/psi(1S) --> eta pi+ pi- 3 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.422"
    },
    {
        "description": "J/psi(1S) --> eta phi(2170) --> eta phi f_0(980) --> eta phi pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.287"
    },
    {
        "description": "J/psi(1S) --> eta phi(2170) --> eta K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M070.253"
    },
    {
        "description": "J/psi(1S) --> eta K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.455"
    },
    {
        "description": "J/psi(1S) --> eta K+- K0S pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.230"
    },
    {
        "description": "J/psi(1S) --> eta K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M070.252"
    },
    {
        "description": "J/psi(1S) --> rho eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.23"
    },
    {
        "description": "J/psi(1S) --> rho+- pi-+ pi+ pi- 2pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.415"
    },
    {
        "description": "J/psi(1S) --> rho+ rho- pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.416"
    },
    {
        "description": "J/psi(1S) --> rho+ K+ K- pi- + c.c --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{-}}$ + c.c $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.444"
    },
    {
        "description": "J/psi(1S) --> rho-+ K+- K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\mp}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$",
        "pdgId": "M070.342"
    },
    {
        "description": "J/psi(1S) --> h_1(1415) eta^' --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1415)}}{{\\mathit \\eta}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.435"
    },
    {
        "description": "J/psi(1S) --> h_1(1595) eta^' --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1595)}}{{\\mathit \\eta}^{\\,'}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.437"
    },
    {
        "description": "J/psi(1S) --> rho(1450) pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M070.310"
    },
    {
        "description": "J/psi(1S) --> rho(1450) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.328"
    },
    {
        "description": "J/psi(1S) --> rho(1450)+- pi-+ --> K0S K+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.329"
    },
    {
        "description": "J/psi(1S) --> rho(1450)0 pi0 --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.312"
    },
    {
        "description": "J/psi(1S) --> rho(1450) eta^'(958) --> pi+ pi- eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1450)}}{{\\mathit \\eta}^{\\,'}{(958)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.345"
    },
    {
        "description": "J/psi(1S) --> rho(1700) pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}}{{\\mathit \\pi}}$",
        "pdgId": "M070.325"
    },
    {
        "description": "J/psi(1S) --> rho(1700) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(1700)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.313"
    },
    {
        "description": "J/psi(1S) --> rho(2150) pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(2150)}}{{\\mathit \\pi}}$",
        "pdgId": "M070.326"
    },
    {
        "description": "J/psi(1S) --> rho(2150) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(2150)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.314"
    },
    {
        "description": "J/psi(1S) --> rho_3(1690) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}_{{{3}}}{(1690)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.316"
    },
    {
        "description": "J/psi(1S) --> omega pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.32"
    },
    {
        "description": "J/psi(1S) --> omega pi0 --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.327"
    },
    {
        "description": "J/psi(1S) --> omega pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.24"
    },
    {
        "description": "J/psi(1S) --> omega pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.140"
    },
    {
        "description": "J/psi(1S) --> omega 3 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$3  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.421"
    },
    {
        "description": "J/psi(1S) --> omega f_2(1270)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M070.28"
    },
    {
        "description": "J/psi(1S) --> omega eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M070.30"
    },
    {
        "description": "J/psi(1S) --> omega pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.211"
    },
    {
        "description": "J/psi(1S) --> omega pi0 eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M070.360"
    },
    {
        "description": "J/psi(1S) --> omega pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.26"
    },
    {
        "description": "J/psi(1S) --> omega pi+ pi- 2pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.412"
    },
    {
        "description": "J/psi(1S) --> omega eta^' pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.385"
    },
    {
        "description": "J/psi(1S) --> omega eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.31"
    },
    {
        "description": "J/psi(1S) --> omega f_0(980)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M070.150"
    },
    {
        "description": "J/psi(1S) --> omega f_0(1710) --> omega K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.130"
    },
    {
        "description": "J/psi(1S) --> omega f_1(1420)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1420)}}$",
        "pdgId": "M070.105"
    },
    {
        "description": "J/psi(1S) --> omega f_2^'(1525)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M070.29"
    },
    {
        "description": "J/psi(1S) --> omega X(1835) --> omega p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.263"
    },
    {
        "description": "J/psi(1S) --> omega K+ K- eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M070.478"
    },
    {
        "description": "J/psi(1S) --> omega X(1835) , X --> eta^' pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1835)}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.386"
    },
    {
        "description": "J/psi(1S) --> omega K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.441"
    },
    {
        "description": "J/psi(1S) --> omega K+- K0S pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.101"
    },
    {
        "description": "J/psi(1S) --> omega K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.27"
    },
    {
        "description": "J/psi(1S) --> omega K^*(892) Kbar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M070.102"
    },
    {
        "description": "J/psi(1S) --> eta^' K^*()+- K-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M070.355"
    },
    {
        "description": "J/psi(1S) --> eta^' K^*()0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M070.357"
    },
    {
        "description": "J/psi(1S) --> eta^' h_1(1415) --> eta^' K^* Kbar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M070.353"
    },
    {
        "description": "J/psi(1S) --> eta^' h_1(1415) --> eta^' K^*()+- K-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit K}^{*\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M070.354"
    },
    {
        "description": "J/psi(1S) --> eta^' h_1(1415) --> gamma eta^' eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit h}_{{{1}}}{(1415)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.430"
    },
    {
        "description": "J/psi(1S) --> Kbar K^*(892) +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}}{{\\mathit K}^{*}{(892)}}$ +c.c.",
        "pdgId": "M070.331"
    },
    {
        "description": "J/psi(1S) --> Kbar K^*(892) +c.c. --> K0S K+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}}{{\\mathit K}^{*}{(892)}}$ +c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.332"
    },
    {
        "description": "J/psi(1S) --> K+ K^*(892)- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.",
        "pdgId": "M070.121"
    },
    {
        "description": "J/psi(1S) --> K+ K^*(892)- + c.c. --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.231"
    },
    {
        "description": "J/psi(1S) --> K+ K^*(892)- + c.c. --> K0 K+- pi-+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$ + c.c.",
        "pdgId": "M070.232"
    },
    {
        "description": "J/psi(1S) --> K0 Kbar^*(892)0 + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c.",
        "pdgId": "M070.122"
    },
    {
        "description": "J/psi(1S) --> K0 Kbar^*(892)0 + c.c. --> K0 K+- pi-+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{0}}{{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$ + c.c.",
        "pdgId": "M070.233"
    },
    {
        "description": "J/psi(1S) --> Kbar^*(892)0 K+ pi- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M070.214"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+- K-+ pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.343"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+ K0S pi- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M070.299"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+ K0S pi- + c.c. --> K0S K0S pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.300"
    },
    {
        "description": "J/psi(1S) --> K^*(892)0 K- pi+ + c.c. --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.445"
    },
    {
        "description": "J/psi(1S) --> K^*(892)0 K0S --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.376"
    },
    {
        "description": "J/psi(1S) --> K^*(892)0 K0S pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.344"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+- K^*(700)-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(700)}^{\\mp}}$",
        "pdgId": "M070.257"
    },
    {
        "description": "J/psi(1S) --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M070.46"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+- K^*(892)-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(892)}^{\\mp}}$",
        "pdgId": "M070.256"
    },
    {
        "description": "J/psi(1S) --> K_1(1400)+- K-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M070.132"
    },
    {
        "description": "J/psi(1S) --> K^*(1410) Kbar  +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\overline{\\mathit K}}}$  +c.c.",
        "pdgId": "M070.317"
    },
    {
        "description": "J/psi(1S) --> K^*(1410) Kbar +c.c --> K+- K-+ pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\overline{\\mathit K}}}$ +c.c $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.330"
    },
    {
        "description": "J/psi(1S) --> K^*(1410) Kbar + c.c. --> K0S K+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(1410)}}{{\\overline{\\mathit K}}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.318"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430) Kbar +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ +c.c.",
        "pdgId": "M070.319"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430) Kbar +c.c. --> K+- K-+ pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ +c.c. $\\rightarrow$   ${{\\mathit K}^{\\pm}}{{\\mathit K}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.321"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430) Kbar + c.c. --> K0S K+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.320"
    },
    {
        "description": "J/psi(1S) --> Kbar_2^*(1430) K + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}}{{\\mathit K}}$ + c.c.",
        "pdgId": "M070.45"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)+ K- + c.c. --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.381"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)0 K- pi+ + c.c. --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.446"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)+ K0S pi- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M070.301"
    },
    {
        "description": "J/psi(1S) --> Kbar_2^*(1430)0 K^*(892)0 + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$ + c.c.",
        "pdgId": "M070.48"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)- K^*(892)+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c.",
        "pdgId": "M070.303"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)- K^*(892)+ + c.c. --> K^*(892)+ K0S pi- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{-}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M070.304"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)0 Kbar_2^*(1430)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "M070.47"
    },
    {
        "description": "J/psi(1S) --> Kbar_2(1770)0 K^*(892)0 + c.c. --> K^*(892)0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}_{{{2}}}{(1770)}^{0}}{{\\mathit K}^{*}{(892)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M070.235"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1980)+ K- + c.c. --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1980)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.382"
    },
    {
        "description": "J/psi(1S) --> K_4^*(2045)+ K- + c.c. --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{4}}}^{*}{(2045)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.383"
    },
    {
        "description": "J/psi(1S) --> K_1(1270)+- K-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M070.131"
    },
    {
        "description": "J/psi(1S) --> K_1(1270) K0S --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}}{{\\mathit K}_S^0}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.377"
    },
    {
        "description": "J/psi(1S) --> a_2(1320)+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.42"
    },
    {
        "description": "J/psi(1S) --> phi pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.33"
    },
    {
        "description": "J/psi(1S) --> phi pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.34"
    },
    {
        "description": "J/psi(1S) --> phi pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.76"
    },
    {
        "description": "J/psi(1S) --> phi 2(pi+ pi-)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M070.35"
    },
    {
        "description": "J/psi(1S) --> phi eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M070.37"
    },
    {
        "description": "J/psi(1S) --> phi eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.38"
    },
    {
        "description": "J/psi(1S) --> phi eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.387"
    },
    {
        "description": "J/psi(1S) --> phi f_0(980)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M070.41"
    },
    {
        "description": "J/psi(1S) --> phi f_0(980) --> phi pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.236"
    },
    {
        "description": "J/psi(1S) --> phi f_0(980) --> phi pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.237"
    },
    {
        "description": "J/psi(1S) --> phi pi0 f_0(980) --> phi pi0 pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.278"
    },
    {
        "description": "J/psi(1S) --> phi pi0 f_0(980) --> phi pi0 p0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit p}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.279"
    },
    {
        "description": "J/psi(1S) --> phi f_0(980) eta --> eta phi pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.229"
    },
    {
        "description": "J/psi(1S) --> phi a_0(980)0 --> phi eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit a}_{{{0}}}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.258"
    },
    {
        "description": "J/psi(1S) --> phi(1680)0 pi0 --> phi eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}{(1680)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.480"
    },
    {
        "description": "J/psi(1S) --> X(2000)0 pi0 --> phi eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(2000)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.481"
    },
    {
        "description": "J/psi(1S) --> h_1(1900)0 pi0 --> phi eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{1}}}{(1900)}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.482"
    },
    {
        "description": "J/psi(1S) --> phi f_2(1270)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M070.39"
    },
    {
        "description": "J/psi(1S) --> phi f_1(1285)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "M070.106"
    },
    {
        "description": "J/psi(1S) --> phi f_1(1285) --> phi pi0 f_0(980) --> phi pi0 pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.280"
    },
    {
        "description": "J/psi(1S) --> phi f_1(1285) --> phi pi0 f_0(980) --> phi 3pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.281"
    },
    {
        "description": "J/psi(1S) --> phi eta(1405) --> phi eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.128"
    },
    {
        "description": "J/psi(1S) --> phi f_2^'(1525)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M070.40"
    },
    {
        "description": "J/psi(1S) --> phi X(1835) --> phi p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.291"
    },
    {
        "description": "J/psi(1S) --> phi X(1835) --> phi eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.288"
    },
    {
        "description": "J/psi(1S) --> phi X(1870) --> phi eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1870)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.289"
    },
    {
        "description": "J/psi(1S) --> phi K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.36"
    },
    {
        "description": "J/psi(1S) --> phi f_0(1710) --> phi K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.129"
    },
    {
        "description": "J/psi(1S) --> phi K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.295"
    },
    {
        "description": "J/psi(1S) --> phi K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.305"
    },
    {
        "description": "J/psi(1S) --> phi K+- K0S pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{\\pm}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.103"
    },
    {
        "description": "J/psi(1S) --> phi K^*(892) Kbar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M070.104"
    },
    {
        "description": "J/psi(1S) --> b_1(1235)+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.49"
    },
    {
        "description": "J/psi(1S) --> b_1(1235)0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.160"
    },
    {
        "description": "J/psi(1S) --> f_2^'(1525) K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.308"
    },
    {
        "description": "J/psi(1S) --> Delta(1232)+ pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{+}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.112"
    },
    {
        "description": "J/psi(1S) --> Delta(1232)++ pbar pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{++}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.70"
    },
    {
        "description": "J/psi(1S) --> Delta(1232)++ Deltabar(1232)--",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}^{++}}{{\\overline{\\mathit \\Delta}}{(1232)}^{--}}$",
        "pdgId": "M070.66"
    },
    {
        "description": "J/psi(1S) --> Sigmabar(1385)0 p K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Sigma}}{(1385)}^{0}}{{\\mathit p}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.74"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)0 Lambdabar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M070.111"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)- Sigmabar+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$ + c.c.",
        "pdgId": "M070.68"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)+ Sigmabar- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$ + c.c.",
        "pdgId": "M070.450"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)- Sigmabar(1385)+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$ + c.c.",
        "pdgId": "M070.67"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)+ Sigmabar(1385)- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$ + c.c.",
        "pdgId": "M070.451"
    },
    {
        "description": "J/psi(1S) --> Sigma(1385)0 Sigmabar(1385)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}}$",
        "pdgId": "M070.309"
    },
    {
        "description": "J/psi(1S) --> Lambda(1520) Lambdabar + c.c. --> gamma Lambda Lambdabar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}}$ + c.c. $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M070.260"
    },
    {
        "description": "J/psi(1S) --> Lambdabar(1520) Lambda + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}{(1520)}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M070.364"
    },
    {
        "description": "J/psi(1S) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M070.248"
    },
    {
        "description": "J/psi(1S) --> Xi(1530)- Xibar+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M070.107"
    },
    {
        "description": "J/psi(1S) --> Xi(1530)0 Xibar0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M070.108"
    },
    {
        "description": "J/psi(1S) --> Theta(1540) Thetabar(1540) --> K0S p K- nbar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\overline{\\mathit \\Theta}}{(1540)}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$ + c.c.",
        "pdgId": "M070.205"
    },
    {
        "description": "J/psi(1S) --> Theta(1540) K- nbar --> K0S p K- nbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M070.206"
    },
    {
        "description": "J/psi(1S) --> Theta(1540) K0S pbar --> K0S pbar K+ n",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}}$",
        "pdgId": "M070.207"
    },
    {
        "description": "J/psi(1S) --> Thetabar(1540) K+ n --> K0S pbar K+ n",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}^{+}}{{\\mathit n}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}}$",
        "pdgId": "M070.208"
    },
    {
        "description": "J/psi(1S) --> Thetabar(1540) K0S p --> K0S p K- nbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}_S^0}$  ${{\\mathit p}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M070.209"
    },
    {
        "description": "J/psi(1S) --> 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.9"
    },
    {
        "description": "J/psi(1S) --> 3(pi+ pi-) pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.11"
    },
    {
        "description": "J/psi(1S) --> pi+ pi- 3pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.358"
    },
    {
        "description": "J/psi(1S) --> rho+- pi-+ pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.362"
    },
    {
        "description": "J/psi(1S) --> rho+ rho- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.363"
    },
    {
        "description": "J/psi(1S) --> pi+ pi- 4 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$4  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.419"
    },
    {
        "description": "J/psi(1S) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.7"
    },
    {
        "description": "J/psi(1S) --> 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M070.210"
    },
    {
        "description": "J/psi(1S) --> pi+ pi- pi0 K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.18"
    },
    {
        "description": "J/psi(1S) --> pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.6"
    },
    {
        "description": "J/psi(1S) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M070.8"
    },
    {
        "description": "J/psi(1S) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M070.10"
    },
    {
        "description": "J/psi(1S) --> 2(pi+ pi-) 3pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.411"
    },
    {
        "description": "J/psi(1S) --> 4(pi+ pi-) pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.12"
    },
    {
        "description": "J/psi(1S) --> 2 ( pi+ pi- ) eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\eta}}$",
        "pdgId": "M070.201"
    },
    {
        "description": "J/psi(1S) --> 3 ( pi+ pi- ) eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\eta}}$",
        "pdgId": "M070.202"
    },
    {
        "description": "J/psi(1S) --> 2(pi+ pi- pi0) eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)  ${{\\mathit \\eta}}$",
        "pdgId": "M070.418"
    },
    {
        "description": "J/psi(1S) --> pi+ pi- pi0 pi0 eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M070.359"
    },
    {
        "description": "J/psi(1S) --> rho+- pi-+ pi0 eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M070.361"
    },
    {
        "description": "J/psi(1S) --> K+ K-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M070.13"
    },
    {
        "description": "J/psi(1S) --> K0S K0L",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$",
        "pdgId": "M070.75"
    },
    {
        "description": "J/psi(1S) --> K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.14"
    },
    {
        "description": "J/psi(1S) --> K Kbar pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M070.15"
    },
    {
        "description": "J/psi(1S) --> K+ K- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.334"
    },
    {
        "description": "J/psi(1S) --> K0S K+- pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.335"
    },
    {
        "description": "J/psi(1S) --> K0S K0L pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.336"
    },
    {
        "description": "J/psi(1S) --> K^*(892)0 Kbar0 + c.c. --> K0S K0L pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.339"
    },
    {
        "description": "J/psi(1S) --> K_2^*(1430)0 Kbar0 + c.c. --> K0S K0L pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.338"
    },
    {
        "description": "J/psi(1S) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.16"
    },
    {
        "description": "J/psi(1S) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.234"
    },
    {
        "description": "J/psi(1S) --> K+ K- pi0 pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.452"
    },
    {
        "description": "J/psi(1S) --> K0S K+- pi-+ pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.453"
    },
    {
        "description": "J/psi(1S) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.454"
    },
    {
        "description": "J/psi(1S) --> K0S K+- rho(770)+- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\rho}{(770)}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.463"
    },
    {
        "description": "J/psi(1S) --> K0S K0L pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.296"
    },
    {
        "description": "J/psi(1S) --> K0S K0L pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.337"
    },
    {
        "description": "J/psi(1S) --> K0S K0L eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "M070.340"
    },
    {
        "description": "J/psi(1S) --> K0S K0S pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.297"
    },
    {
        "description": "J/psi(1S) --> K-+ K0S pi+- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.341"
    },
    {
        "description": "J/psi(1S) --> K0S K+- pi-+ rho(770)0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}{(770)}^{0}}$",
        "pdgId": "M070.456"
    },
    {
        "description": "J/psi(1S) --> K+ K- 2(pi+ pi-)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M070.17"
    },
    {
        "description": "J/psi(1S) --> K+ K- pi+ pi- eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M070.238"
    },
    {
        "description": "J/psi(1S) --> 2(K+ K-)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M070.19"
    },
    {
        "description": "J/psi(1S) --> K+ K- K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.298"
    },
    {
        "description": "J/psi(1S) --> K0S K^*(892)0 pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.457"
    },
    {
        "description": "J/psi(1S) --> K0S K^*(892)0 pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.462"
    },
    {
        "description": "J/psi(1S) --> K-+ K^*(892)+- pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.458"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+- K^*(892)0 pi-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M070.459"
    },
    {
        "description": "J/psi(1S) --> K-+ K^*(892)+- pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.461"
    },
    {
        "description": "J/psi(1S) --> K^*(892)+ K^*(892)- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.460"
    },
    {
        "description": "J/psi(1S) --> p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.50"
    },
    {
        "description": "J/psi(1S) --> p pbar pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.52"
    },
    {
        "description": "J/psi(1S) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.54"
    },
    {
        "description": "J/psi(1S) --> p pbar pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.55"
    },
    {
        "description": "J/psi(1S) --> p pbar eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M070.56"
    },
    {
        "description": "J/psi(1S) --> p pbar rho",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\rho}}$",
        "pdgId": "M070.57"
    },
    {
        "description": "J/psi(1S) --> p pbar omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M070.58"
    },
    {
        "description": "J/psi(1S) --> p pbar eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.59"
    },
    {
        "description": "J/psi(1S) --> p pbar a_0(980) --> p pbar pi0 eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit a}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M070.276"
    },
    {
        "description": "J/psi(1S) --> p pbar phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M070.127"
    },
    {
        "description": "J/psi(1S) --> p nbar pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.53"
    },
    {
        "description": "J/psi(1S) --> n nbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M070.64"
    },
    {
        "description": "J/psi(1S) --> n nbar pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.65"
    },
    {
        "description": "J/psi(1S) --> n N(1440)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit N}{(1440)}}$",
        "pdgId": "M070.215"
    },
    {
        "description": "J/psi(1S) --> n N(1520)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit N}{(1520)}}$",
        "pdgId": "M070.216"
    },
    {
        "description": "J/psi(1S) --> n N(1535)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit N}{(1535)}}$",
        "pdgId": "M070.217"
    },
    {
        "description": "J/psi(1S) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M070.60"
    },
    {
        "description": "J/psi(1S) --> Lambda Lambdabar pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.109"
    },
    {
        "description": "J/psi(1S) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.261"
    },
    {
        "description": "J/psi(1S) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M070.228"
    },
    {
        "description": "J/psi(1S) --> Lambda Sigmabar- pi+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M070.71"
    },
    {
        "description": "J/psi(1S) --> Lambda Sigmabar+ pi- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M070.449"
    },
    {
        "description": "J/psi(1S) --> p K- Lambdabar +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ +c.c.",
        "pdgId": "M070.72"
    },
    {
        "description": "J/psi(1S) --> p K- Sigmabar0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M070.73"
    },
    {
        "description": "J/psi(1S) --> p K0S Sigmabar- +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Sigma}}^{-}}$ +c.c.",
        "pdgId": "M070.474"
    },
    {
        "description": "J/psi(1S) --> Lambdabar n K0S + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit n}}{{\\mathit K}_S^0}$  + c.c.",
        "pdgId": "M070.225"
    },
    {
        "description": "J/psi(1S) --> Lambda Sigmabar + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}}$ + c.c.",
        "pdgId": "M070.61"
    },
    {
        "description": "J/psi(1S) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M070.247"
    },
    {
        "description": "J/psi(1S) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M070.63"
    },
    {
        "description": "J/psi(1S) --> Sigma+ Sigmabar- eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M070.448"
    },
    {
        "description": "J/psi(1S) --> Xi- Xibar+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M070.62"
    },
    {
        "description": "J/psi(1S) --> gamma eta_c(1S)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M070.85"
    },
    {
        "description": "J/psi(1S) --> gamma eta_c(1S) --> 3gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$  $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "M070.246"
    },
    {
        "description": "J/psi(1S) --> gamma eta_c(1S) --> gamma eta eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.391"
    },
    {
        "description": "J/psi(1S) --> 3gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  3 ${{\\mathit \\gamma}}$",
        "pdgId": "M070.81"
    },
    {
        "description": "J/psi(1S) --> 4gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  4 ${{\\mathit \\gamma}}$",
        "pdgId": "M070.244"
    },
    {
        "description": "J/psi(1S) --> 5gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$  5 ${{\\mathit \\gamma}}$",
        "pdgId": "M070.245"
    },
    {
        "description": "J/psi(1S) --> gamma pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.82"
    },
    {
        "description": "J/psi(1S) --> gamma pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.283"
    },
    {
        "description": "J/psi(1S) --> gamma 2pi+ 2pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.95"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1270) f_2(1270)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M070.203"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1270) f_2(1270) (non resonant)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit f}_{{{2}}}{(1270)}}$ (non resonant)",
        "pdgId": "M070.204"
    },
    {
        "description": "J/psi(1S) --> gamma pi+ pi- 2pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.99"
    },
    {
        "description": "J/psi(1S) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.378"
    },
    {
        "description": "J/psi(1S) --> gamma (K Kbar pi) [J**PC = 0-+]",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$( ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$)  [$\\mathit J{}^{PC} = 0{}^{-+}$]",
        "pdgId": "M070.176"
    },
    {
        "description": "J/psi(1S) --> gamma K+ K- pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.143"
    },
    {
        "description": "J/psi(1S) --> gamma K^*(892) Kbar^*(892)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "M070.145"
    },
    {
        "description": "J/psi(1S) --> gamma eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}$",
        "pdgId": "M070.83"
    },
    {
        "description": "J/psi(1S) --> gamma eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.292"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(500) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.398"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(500) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.399"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(500) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.400"
    },
    {
        "description": "J/psi(1S) --> gamma a_0(980)0 --> gamma eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit a}_{{{0}}}{(980)}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.293"
    },
    {
        "description": "J/psi(1S) --> gamma a_2(1320)0 --> gamma eta pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit a}_{{{2}}}{(1320)}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.294"
    },
    {
        "description": "J/psi(1S) --> gamma eta pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.96"
    },
    {
        "description": "J/psi(1S) --> gamma eta_2(1870) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{2}}}{(1870)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.142"
    },
    {
        "description": "J/psi(1S) --> gamma eta^'(958)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M070.84"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(980) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.393"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(980) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.394"
    },
    {
        "description": "J/psi(1S) --> gamma rho rho",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M070.94"
    },
    {
        "description": "J/psi(1S) --> gamma rho omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\omega}}$",
        "pdgId": "M070.226"
    },
    {
        "description": "J/psi(1S) --> gamma rho phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}}{{\\mathit \\phi}}$",
        "pdgId": "M070.227"
    },
    {
        "description": "J/psi(1S) --> gamma omega omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M070.97"
    },
    {
        "description": "J/psi(1S) --> gamma phi phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M070.98"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405/1475) --> gamma K Kbar pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M070.89"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405/1475) --> gamma gamma rho0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M070.171"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405/1475) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.170"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405/1475) --> gamma rho0 rho0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M070.124"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405/1475) --> gamma gamma phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405/1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\phi}}$",
        "pdgId": "M070.212"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi+ pi- pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.476"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi0 pi0 pi0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M070.477"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1405) --> gamma gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.348"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1475) --> gamma gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.349"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1760) --> gamma rho0 rho0",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M070.125"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1760) --> gamma omega omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M070.224"
    },
    {
        "description": "J/psi(1S) --> gamma eta(1760) --> gamma gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1760)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.347"
    },
    {
        "description": "J/psi(1S) --> gamma eta(2225)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2225)}}$",
        "pdgId": "M070.126"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1270)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M070.86"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1270) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.373"
    },
    {
        "description": "J/psi(1S) --> gamma f_1(1285)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "M070.88"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1370) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.395"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1370) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.284"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1370) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.368"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1370) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.396"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1370) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.397"
    },
    {
        "description": "J/psi(1S) --> gamma f_1(1420) --> gamma K Kbar pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1420)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M070.175"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1500) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.172"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1500) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.265"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1500) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.369"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1500) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.401"
    },
    {
        "description": "J/psi(1S) --> gamma f_1(1510) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{1}}}{(1510)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.141"
    },
    {
        "description": "J/psi(1S) --> gamma f_2^'(1525)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M070.87"
    },
    {
        "description": "J/psi(1S) --> gamma f_2^'(1525) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.374"
    },
    {
        "description": "J/psi(1S) --> gamma f_2^'(1525) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.268"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1565) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1565)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.432"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1640) --> gamma omega omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1640)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M070.222"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.135"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.91"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma omega omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M070.221"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.266"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.402"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1710) --> gamma omega phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M070.262"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1770) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1770)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.370"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1810) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.269"
    },
    {
        "description": "J/psi(1S) --> gamma eta_1(1855) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{1}}}{(1855)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.447"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(1770) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1770)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.431"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1910) --> gamma omega omega",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M070.223"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(1950) --> gamma K^*(892) Kbar^*(892)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*}{(892)}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "M070.144"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(2010) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2010)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.440"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2020) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.403"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2020) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.404"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2020) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.405"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2020) --> gamma eta^' eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.426"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2020) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2020)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.438"
    },
    {
        "description": "J/psi(1S) --> gamma f_4(2050)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}}$",
        "pdgId": "M070.100"
    },
    {
        "description": "J/psi(1S) --> gamma f_4(2050) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.433"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2100) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.267"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2100) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.406"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2100) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.286"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2200)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$",
        "pdgId": "M070.123"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2200) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.285"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2200) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.371"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2200) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.407"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2200) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.408"
    },
    {
        "description": "J/psi(1S) --> gamma f_J(2220)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$",
        "pdgId": "M070.92"
    },
    {
        "description": "J/psi(1S) --> gamma f_J(2220) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.136"
    },
    {
        "description": "J/psi(1S) --> gamma f_J(2220) --> gamma K Kbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M070.137"
    },
    {
        "description": "J/psi(1S) --> gamma f_J(2220) --> gamma p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.138"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2330) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.372"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2330) --> gamma pi pi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M070.409"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2330) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.410"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2330) --> gamma eta^' eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.427"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2330) --> gamma eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2330)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.439"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(2340) --> gamma eta eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M070.270"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(2340) --> gamma K0S K0S",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M070.375"
    },
    {
        "description": "J/psi(1S) --> gamma f_2(2340) --> gamma eta^' eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2340)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.428"
    },
    {
        "description": "J/psi(1S) --> gamma f_0(2470) --> gamma eta^' eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2470)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.429"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma pi+ pi- eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.213"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.254"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma K0S K0S eta",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "M070.282"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma gamma phi(1020)",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\phi}{(1020)}}$",
        "pdgId": "M070.346"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.350"
    },
    {
        "description": "J/psi(1S) --> gamma X(1835) --> gamma 3 ( pi+ pi- )",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$3 (  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M070.264"
    },
    {
        "description": "J/psi(1S) --> gamma eta(2370) --> gamma K+ K- eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.388"
    },
    {
        "description": "J/psi(1S) --> gamma eta(2370) --> gamma K0S K0S eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.389"
    },
    {
        "description": "J/psi(1S) --> gamma eta(2370) --> gamma eta eta eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.390"
    },
    {
        "description": "J/psi(1S) --> gamma D0 +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit D}^{0}}$ +c.c.",
        "pdgId": "M070.479"
    },
    {
        "description": "J/psi(1S) --> gamma p pbar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M070.90"
    },
    {
        "description": "J/psi(1S) --> gamma p pbar pi+ pi-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M070.93"
    },
    {
        "description": "J/psi(1S) --> gamma Lambda Lambdabar",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M070.200"
    },
    {
        "description": "J/psi(1S) --> gamma A0 --> gamma invisible",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$ invisible",
        "pdgId": "M070.251"
    },
    {
        "description": "J/psi(1S) --> gamma A0 --> gamma gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.469"
    },
    {
        "description": "J/psi(1S) --> gamma A0 --> gamma mu+ mu-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M070.259"
    },
    {
        "description": "J/psi(1S) --> pi0 e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.271"
    },
    {
        "description": "J/psi(1S) --> eta e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.272"
    },
    {
        "description": "J/psi(1S) --> eta^'(958) e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.273"
    },
    {
        "description": "J/psi(1S) --> eta(1405) e+ e- --> f_0(980) pi0 e+ e- --> pi+ pi- pi0 e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}{(1405)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.475"
    },
    {
        "description": "J/psi(1S) --> X(1835) e+ e- , X --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(1835)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.423"
    },
    {
        "description": "J/psi(1S) --> X(2120) e+ e- , X --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(2120)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.425"
    },
    {
        "description": "J/psi(1S) --> eta(2370) e+ e- , eta --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}{(2370)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$  ,   ${{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M070.424"
    },
    {
        "description": "J/psi(1S) --> eta U --> eta e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.352"
    },
    {
        "description": "J/psi(1S) --> eta^'(958) U --> eta^'(958) e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit U}}$  $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.366"
    },
    {
        "description": "J/psi(1S) --> phi e+ e-",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M070.384"
    },
    {
        "description": "J/psi(1S) --> D- e+ nu_e + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.",
        "pdgId": "M070.218"
    },
    {
        "description": "J/psi(1S) --> D- mu+ nu_mu + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$ + c.c.",
        "pdgId": "M070.468"
    },
    {
        "description": "J/psi(1S) --> Dbar0 e+ e- + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.",
        "pdgId": "M070.219"
    },
    {
        "description": "J/psi(1S) --> D_s()- e+ nu_e + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.",
        "pdgId": "M070.220"
    },
    {
        "description": "J/psi(1S) --> D_s^*()- e+ nu_e + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*-}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$ + c.c.",
        "pdgId": "M070.290"
    },
    {
        "description": "J/psi(1S) --> D- pi+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M070.241"
    },
    {
        "description": "J/psi(1S) --> D- rho+ + c.c",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit \\rho}^{+}}$ + c.c",
        "pdgId": "M070.464"
    },
    {
        "description": "J/psi(1S) --> Dbar0 pi0 + c.c",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c",
        "pdgId": "M070.465"
    },
    {
        "description": "J/psi(1S) --> Dbar0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M070.242"
    },
    {
        "description": "J/psi(1S) --> Dbar0 Kbar^*()0 + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\overline{\\mathit K}}^{*0}}$ + c.c.",
        "pdgId": "M070.275"
    },
    {
        "description": "J/psi(1S) --> Dbar0 eta + c.c",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\eta}}$ + c.c",
        "pdgId": "M070.466"
    },
    {
        "description": "J/psi(1S) --> Dbar0 rho0 + c.c",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{0}}{{\\mathit \\rho}^{0}}$ + c.c",
        "pdgId": "M070.467"
    },
    {
        "description": "J/psi(1S) --> D_s()- pi+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M070.243"
    },
    {
        "description": "J/psi(1S) --> D_s()- rho+ + c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{-}}{{\\mathit \\rho}^{+}}$ + c.c.",
        "pdgId": "M070.274"
    },
    {
        "description": "J/psi(1S) --> gamma gamma",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M070.80"
    },
    {
        "description": "J/psi(1S) --> gamma phi",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}$",
        "pdgId": "M070.277"
    },
    {
        "description": "J/psi(1S) --> e+- mu-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "M070.177"
    },
    {
        "description": "J/psi(1S) --> e+- tau-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M070.178"
    },
    {
        "description": "J/psi(1S) --> mu+- tau-+",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M070.179"
    },
    {
        "description": "J/psi(1S) --> Lambda_c()+ e-  +c.c.",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit e}^{-}}$  +c.c.",
        "pdgId": "M070.379"
    },
    {
        "description": "J/psi(1S) --> invisible",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   invisible",
        "pdgId": "M070.240"
    },
    {
        "description": "J/psi(1S) --> mu+ mu- X0 --> mu+ mu- + invisible",
        "description_tex": "${{\\mathit J / \\psi}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit X}^{0}}$  $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$ + invisible",
        "pdgId": "M070.470"
    },
    {
        "description": "Branching Ratios of psi's and chi's",
        "description_tex": "Branching Ratios of ${{\\mathit \\psi}}$'s and ${{\\mathit \\chi}}$'s",
        "pdgId": "M870"
    },
    {
        "description": "chi_c0(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$",
        "pdgId": "M056"
    },
    {
        "description": "chi_c0(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ MASS",
        "pdgId": "M056M"
    },
    {
        "description": "chi_c0(1P) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$ WIDTH",
        "pdgId": "M056W"
    },
    {
        "description": "G(chi_c0(1P) --> 2(pi+ pi-)) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G2"
    },
    {
        "description": "G(chi_c0(1P) --> rho0 rho0) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G07"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- K+ K-) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G08"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- pi+ pi- pi0) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G01"
    },
    {
        "description": "G(chi_c0(1P) --> K+ Kbar*(892)0 pi- + c.c.) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G09"
    },
    {
        "description": "G(chi_c0(1P) --> K*(892)0 Kbar*(892)0) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G10"
    },
    {
        "description": "G(chi_c0(1P) --> pi pi) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G3"
    },
    {
        "description": "G(chi_c0(1P) --> eta eta) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G06"
    },
    {
        "description": "G(chi_c0(1P) --> omega omega) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G02"
    },
    {
        "description": "G(chi_c0(1P) --> omega phi) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G03"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K-) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G4"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K0S) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G5"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- K+ K-) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G11"
    },
    {
        "description": "G(chi_c0(1P) --> phi phi) * G(chi_c0(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056G12"
    },
    {
        "description": "G(chi_c0(1P) --> rho0 pi+ pi-)/G(chi_c0(1P) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M056R54"
    },
    {
        "description": "G(chi_c0(1P) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P08"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(980) f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R24"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R62"
    },
    {
        "description": "G(chi_c0(1P) --> rho+ pi- pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R63"
    },
    {
        "description": "G(chi_c0(1P) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R71"
    },
    {
        "description": "G(chi_c0(1P) --> K+ Kbar*(892)0 pi- + c.c.)/G(chi_c0(1P) --> pi+ pi- K+ K-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$",
        "pdgId": "M056R55"
    },
    {
        "description": "G(chi_c0(1P) --> K_0*(1430)0 Kbar_0*(1430)0 --> pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R36"
    },
    {
        "description": "G(chi_c0(1P) --> K_0*(1430)0 Kbar_2*(1430)0 + c.c. --> pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R37"
    },
    {
        "description": "G(chi_c0(1P) --> K_1(1270)+ K- + c.c. --> pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R38"
    },
    {
        "description": "G(chi_c0(1P) --> K_1(1400)+ K- + c.c. --> pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R39"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(980) f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R28"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(980) f_0(2200))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(2200)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R29"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1370) f_0(1370))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1370)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R30"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1370) f_0(1500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R31"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1370) f_0(1710))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1710)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R32"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1500) f_0(1370))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1370)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R33"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1500) f_0(1500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R34"
    },
    {
        "description": "G(chi_c0(1P) --> f_0(1500) f_0(1710))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1710)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R35"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R85"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K+- pi-+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R86"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R64"
    },
    {
        "description": "G(chi_c0(1P) --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R66"
    },
    {
        "description": "G(chi_c0(1P) --> rho+ K- K0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R67"
    },
    {
        "description": "G(chi_c0(1P) --> K*(892)- K+ pi0 --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R68"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R47"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R69"
    },
    {
        "description": "G(chi_c0(1P) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R4"
    },
    {
        "description": "G(chi_c0(1P) --> K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R26"
    },
    {
        "description": "G(chi_c0(1P) --> pi0 eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R00"
    },
    {
        "description": "G(chi_c0(1P) --> eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R03"
    },
    {
        "description": "G(chi_c0(1P) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R04"
    },
    {
        "description": "G(chi_c0(1P) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R27"
    },
    {
        "description": "G(chi_c0(1P) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R76"
    },
    {
        "description": "G(chi_c0(1P) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R87"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R08"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R51"
    },
    {
        "description": "G(chi_c0(1P) --> Kbar0 K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R17"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R05"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R09"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R48"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K0S K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R95"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R01"
    },
    {
        "description": "G(chi_c0(1P) --> Kbar0 K+ pi- phi + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R90"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- pi0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R91"
    },
    {
        "description": "G(chi_c0(1P) --> phi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R88"
    },
    {
        "description": "G(chi_c0(1P) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R16"
    },
    {
        "description": "G(chi_c0(1P) --> phi phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R98"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R06"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R50"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R70"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R75"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R7"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R65"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar K+ K-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R72"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R46"
    },
    {
        "description": "G(chi_c0(1P) --> p nbar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R49"
    },
    {
        "description": "G(chi_c0(1P) --> pbar n pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R82"
    },
    {
        "description": "G(chi_c0(1P) --> p nbar pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R83"
    },
    {
        "description": "G(chi_c0(1P) --> pbar n pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R84"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R44"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R77"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R78"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R79"
    },
    {
        "description": "G(chi_c0(1P) --> K+ pbar Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R07"
    },
    {
        "description": "G(chi_c0(1P) --> K*(892)+ pbar Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R99"
    },
    {
        "description": "G(chi_c0(1P) --> K+ pbar Lambda(1520) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R73"
    },
    {
        "description": "G(chi_c0(1P) --> n K0S Lambdabar  + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P02"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda(1520) Lambdabar(1520))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R74"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R59"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R60"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma+ Sigmabar- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P12"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma- Sigmabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P00"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma(1385)+ Sigmabar(1385)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R80"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma(1385)- Sigmabar(1385)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R81"
    },
    {
        "description": "G(chi_c0(1P) --> K- Lambda Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R92"
    },
    {
        "description": "G(chi_c0(1P) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R61"
    },
    {
        "description": "G(chi_c0(1P) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R45"
    },
    {
        "description": "G(chi_c0(1P) --> Omega- Omegabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P04"
    },
    {
        "description": "G(chi_c0(1P) --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R89"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R21"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R41"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> pi0 eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R42"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R40"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R43"
    },
    {
        "description": "G(chi_c0(1P) --> gamma rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R56"
    },
    {
        "description": "G(chi_c0(1P) --> gamma omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R57"
    },
    {
        "description": "G(chi_c0(1P) --> gamma phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R58"
    },
    {
        "description": "G(chi_c0(1P) --> e+ e- J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R93"
    },
    {
        "description": "G(chi_c0(1P) --> e+ e- J/psi(1S))/G(chi_c0(1P) --> gamma J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M056R94"
    },
    {
        "description": "G(chi_c0(1P) --> mu+ mu- J/psi(1S))/G(chi_c0(1P) --> e+ e- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M056R97"
    },
    {
        "description": "G(chi_c0(1P) --> gamma gamma)/G(chi_c0(1P) --> gamma J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M056R18"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(chi_c0(1P) --> gamma J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056R19"
    },
    {
        "description": "G(chi_c0(1P) --> 2(pi+ pi-))/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B4"
    },
    {
        "description": "G(chi_c0(1P) --> 2(pi+ pi-))/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P09"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- K+ K-)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B18"
    },
    {
        "description": "G(chi_c0(1P) --> pi+ pi- K+ K-)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B19"
    },
    {
        "description": "G(chi_c0(1P) --> pi pi)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B22"
    },
    {
        "description": "G(chi_c0(1P) --> pi pi)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B5"
    },
    {
        "description": "G(chi_c0(1P) --> eta eta)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B11"
    },
    {
        "description": "G(chi_c0(1P) --> eta eta)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B10"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K-)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B23"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K-)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B9"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K0S)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B12"
    },
    {
        "description": "G(chi_c0(1P) --> K0S K0S)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B13"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- K+ K-)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B14"
    },
    {
        "description": "G(chi_c0(1P) --> K+ K- K+ K-)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B15"
    },
    {
        "description": "G(chi_c0(1P) --> 3(K+ K- ))/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P06"
    },
    {
        "description": "G(chi_c0(1P) --> phi phi)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B16"
    },
    {
        "description": "G(chi_c0(1P) --> phi phi)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B17"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B6"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B1"
    },
    {
        "description": "G(chi_c0(1P) --> p pbar K0S K- pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P10"
    },
    {
        "description": "G(chi_c0(1P) --> pbar Lambda(1520) K0S pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P11"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B20"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar)/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B21"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar eta)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P03"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar omega)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P07"
    },
    {
        "description": "G(chi_c0(1P) --> Lambda Lambdabar phi)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P05"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma+ pbar K0S + c.c.)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B24"
    },
    {
        "description": "G(chi_c0(1P) --> Sigma0 pbar K+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056P01"
    },
    {
        "description": "G(chi_c0(1P) --> gamma J/psi(1S))/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B2"
    },
    {
        "description": "G(chi_c0(1P) --> gamma J/psi(1S))/G(total) *G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M056B8"
    },
    {
        "description": "G(chi_c0(1P) --> gamma gamma)/G(total) * G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M056B3"
    },
    {
        "description": "chi_c0(1P) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M056.3"
    },
    {
        "description": "chi_c0(1P) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.9"
    },
    {
        "description": "chi_c0(1P) --> rho0 rho0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M056.54"
    },
    {
        "description": "chi_c0(1P) --> f_0(980) f_0(980)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M056.20"
    },
    {
        "description": "chi_c0(1P) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.61"
    },
    {
        "description": "chi_c0(1P) --> rho+ pi- pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M056.62"
    },
    {
        "description": "chi_c0(1P) --> 4pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.70"
    },
    {
        "description": "chi_c0(1P) --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.5"
    },
    {
        "description": "chi_c0(1P) --> K_0^*(1430)0 Kbar_0^*(1430)0 --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{0}}}^{*}{(1430)}^{0}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.31"
    },
    {
        "description": "chi_c0(1P) --> K_0^*(1430)0 Kbar_2^*(1430)0 + c.c. --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.32"
    },
    {
        "description": "chi_c0(1P) --> K_1(1270)+ K- + c.c. --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.33"
    },
    {
        "description": "chi_c0(1P) --> K_1(1400)+ K- + c.c. --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.34"
    },
    {
        "description": "chi_c0(1P) --> f_0(980) f_0(980)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M056.23"
    },
    {
        "description": "chi_c0(1P) --> f_0(980) f_0(2200)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit f}_{{{0}}}{(2200)}}$",
        "pdgId": "M056.24"
    },
    {
        "description": "chi_c0(1P) --> f_0(1370) f_0(1370)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "M056.25"
    },
    {
        "description": "chi_c0(1P) --> f_0(1370) f_0(1500)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "M056.26"
    },
    {
        "description": "chi_c0(1P) --> f_0(1370) f_0(1710)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1370)}}{{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M056.27"
    },
    {
        "description": "chi_c0(1P) --> f_0(1500) f_0(1370)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1370)}}$",
        "pdgId": "M056.28"
    },
    {
        "description": "chi_c0(1P) --> f_0(1500) f_0(1500)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "M056.29"
    },
    {
        "description": "chi_c0(1P) --> f_0(1500) f_0(1710)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1500)}}{{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M056.30"
    },
    {
        "description": "chi_c0(1P) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.75"
    },
    {
        "description": "chi_c0(1P) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.87"
    },
    {
        "description": "chi_c0(1P) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.63"
    },
    {
        "description": "chi_c0(1P) --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M056.65"
    },
    {
        "description": "chi_c0(1P) --> rho+ K- K0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{0}}$ + c.c.",
        "pdgId": "M056.66"
    },
    {
        "description": "chi_c0(1P) --> K^*(892)- K+ pi0 --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M056.67"
    },
    {
        "description": "chi_c0(1P) --> K0S K0S pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.41"
    },
    {
        "description": "chi_c0(1P) --> K+ K- eta pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.68"
    },
    {
        "description": "chi_c0(1P) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M056.4"
    },
    {
        "description": "chi_c0(1P) --> K+ Kbar^*(892)0 pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M056.10"
    },
    {
        "description": "chi_c0(1P) --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M056.21"
    },
    {
        "description": "chi_c0(1P) --> pi pi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M056.18"
    },
    {
        "description": "chi_c0(1P) --> pi0 eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M056.35"
    },
    {
        "description": "chi_c0(1P) --> pi0 eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M056.36"
    },
    {
        "description": "chi_c0(1P) --> pi0 eta_c",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M056.86"
    },
    {
        "description": "chi_c0(1P) --> eta eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M056.13"
    },
    {
        "description": "chi_c0(1P) --> eta eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M056.37"
    },
    {
        "description": "chi_c0(1P) --> eta^' eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M056.46"
    },
    {
        "description": "chi_c0(1P) --> omega omega",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M056.22"
    },
    {
        "description": "chi_c0(1P) --> omega phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M056.76"
    },
    {
        "description": "chi_c0(1P) --> omega K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.88"
    },
    {
        "description": "chi_c0(1P) --> K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.2"
    },
    {
        "description": "chi_c0(1P) --> K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M056.15"
    },
    {
        "description": "chi_c0(1P) --> pi+ pi- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M056.50"
    },
    {
        "description": "chi_c0(1P) --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M056.53"
    },
    {
        "description": "chi_c0(1P) --> Kbar0 K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M056.17"
    },
    {
        "description": "chi_c0(1P) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.47"
    },
    {
        "description": "chi_c0(1P) --> K+ K- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M056.51"
    },
    {
        "description": "chi_c0(1P) --> K+ K- K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M056.42"
    },
    {
        "description": "chi_c0(1P) --> K0S K0S K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M056.94"
    },
    {
        "description": "chi_c0(1P) --> K+ K- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M056.14"
    },
    {
        "description": "chi_c0(1P) --> K+ K- phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "M056.44"
    },
    {
        "description": "chi_c0(1P) --> Kbar0 K+ pi- phi + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.",
        "pdgId": "M056.91"
    },
    {
        "description": "chi_c0(1P) --> K+ K- pi0 phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "M056.92"
    },
    {
        "description": "chi_c0(1P) --> 3 (K+ K- )",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$  3 ( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M056.106"
    },
    {
        "description": "chi_c0(1P) --> phi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.89"
    },
    {
        "description": "chi_c0(1P) --> phi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M056.16"
    },
    {
        "description": "chi_c0(1P) --> phi phi eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M056.96"
    },
    {
        "description": "chi_c0(1P) --> p pbar",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M056.11"
    },
    {
        "description": "chi_c0(1P) --> p pbar pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.48"
    },
    {
        "description": "chi_c0(1P) --> p pbar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M056.52"
    },
    {
        "description": "chi_c0(1P) --> p pbar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M056.69"
    },
    {
        "description": "chi_c0(1P) --> p pbar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M056.74"
    },
    {
        "description": "chi_c0(1P) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.8"
    },
    {
        "description": "chi_c0(1P) --> p pbar pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.64"
    },
    {
        "description": "chi_c0(1P) --> p pbar K+ K-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)",
        "pdgId": "M056.71"
    },
    {
        "description": "chi_c0(1P) --> p pbar K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M056.40"
    },
    {
        "description": "chi_c0(1P) --> p pbar K0S K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M056.107"
    },
    {
        "description": "chi_c0(1P) --> p nbar pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.43"
    },
    {
        "description": "chi_c0(1P) --> pbar n pi+",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M056.82"
    },
    {
        "description": "chi_c0(1P) --> p nbar pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.83"
    },
    {
        "description": "chi_c0(1P) --> pbar n pi+ pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M056.84"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M056.19"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.38"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)",
        "pdgId": "M056.77"
    },
    {
        "description": "chi_c0(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M056.78"
    },
    {
        "description": "chi_c0(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M056.79"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M056.102"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}}$",
        "pdgId": "M056.105"
    },
    {
        "description": "chi_c0(1P) --> Lambda Lambdabar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}}$",
        "pdgId": "M056.104"
    },
    {
        "description": "chi_c0(1P) --> K+ pbar Lambda + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M056.49"
    },
    {
        "description": "chi_c0(1P) --> n K0S Lambdabar  + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.",
        "pdgId": "M056.101"
    },
    {
        "description": "chi_c0(1P) --> K^*(892)+ pbar Lambda + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M056.98"
    },
    {
        "description": "chi_c0(1P) --> K+ pbar Lambda(1520) + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.",
        "pdgId": "M056.72"
    },
    {
        "description": "chi_c0(1P) --> pbar Lambda(1520) K0S pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M056.108"
    },
    {
        "description": "chi_c0(1P) --> Lambda(1520) Lambdabar(1520)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}}$",
        "pdgId": "M056.73"
    },
    {
        "description": "chi_c0(1P) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M056.58"
    },
    {
        "description": "chi_c0(1P) --> Sigma+ pbar K0S + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.",
        "pdgId": "M056.97"
    },
    {
        "description": "chi_c0(1P) --> Sigma0 pbar K+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M056.100"
    },
    {
        "description": "chi_c0(1P) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M056.59"
    },
    {
        "description": "chi_c0(1P) --> Sigma+ Sigmabar- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M056.109"
    },
    {
        "description": "chi_c0(1P) --> Sigma- Sigmabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$",
        "pdgId": "M056.99"
    },
    {
        "description": "chi_c0(1P) --> Sigma(1385)+ Sigmabar(1385)-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$",
        "pdgId": "M056.80"
    },
    {
        "description": "chi_c0(1P) --> Sigma(1385)- Sigmabar(1385)+",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$",
        "pdgId": "M056.81"
    },
    {
        "description": "chi_c0(1P) --> K- Lambda Xibar+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M056.85"
    },
    {
        "description": "chi_c0(1P) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M056.60"
    },
    {
        "description": "chi_c0(1P) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M056.39"
    },
    {
        "description": "chi_c0(1P) --> Omega- Omegabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}}$",
        "pdgId": "M056.103"
    },
    {
        "description": "chi_c0(1P) --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M056.90"
    },
    {
        "description": "chi_c0(1P) --> gamma J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M056.6"
    },
    {
        "description": "chi_c0(1P) --> gamma rho0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M056.55"
    },
    {
        "description": "chi_c0(1P) --> gamma omega",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}$",
        "pdgId": "M056.56"
    },
    {
        "description": "chi_c0(1P) --> gamma phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}$",
        "pdgId": "M056.57"
    },
    {
        "description": "chi_c0(1P) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M056.7"
    },
    {
        "description": "chi_c0(1P) --> e+ e- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M056.93"
    },
    {
        "description": "chi_c0(1P) --> mu+ mu- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M056.95"
    },
    {
        "description": "chi_c1(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "M055"
    },
    {
        "description": "chi_c1(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ MASS",
        "pdgId": "M055M"
    },
    {
        "description": "chi_c1(1P) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$ WIDTH",
        "pdgId": "M055W"
    },
    {
        "description": "G(chi_c1(1P) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M055W1"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar) * G(chi_c1(1P) --> gamma J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055G1"
    },
    {
        "description": "G(chi_c1(1P) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R6"
    },
    {
        "description": "G(chi_c1(1P) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R4"
    },
    {
        "description": "G(chi_c1(1P) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R35"
    },
    {
        "description": "G(chi_c1(1P) --> rho+ pi- pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R36"
    },
    {
        "description": "G(chi_c1(1P) --> rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R8"
    },
    {
        "description": "G(chi_c1(1P) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R44"
    },
    {
        "description": "G(chi_c1(1P) --> pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R5"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R37"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R00"
    },
    {
        "description": "G(chi_c1(1P) --> K0S K+- pi-+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R60"
    },
    {
        "description": "G(chi_c1(1P) --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R39"
    },
    {
        "description": "G(chi_c1(1P) --> rho- K+ Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R40"
    },
    {
        "description": "G(chi_c1(1P) --> K*(892)0 Kbar0 pi0 --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R41"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R42"
    },
    {
        "description": "G(chi_c1(1P) --> pi+ pi- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R05"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R25"
    },
    {
        "description": "G(chi_c1(1P) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R09"
    },
    {
        "description": "G(chi_c1(1P) --> K*(892)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R10"
    },
    {
        "description": "G(chi_c1(1P) --> K_J*(1430)0 Kbar0 + c.c. --> K0S K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{J}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R12"
    },
    {
        "description": "G(chi_c1(1P) --> K_J*(1430)+ K- + c.c. --> K0S K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{J}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R13"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R20"
    },
    {
        "description": "G(chi_c1(1P) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R08"
    },
    {
        "description": "G(chi_c1(1P) --> a_0(980)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R15"
    },
    {
        "description": "G(chi_c1(1P) --> a_2(1320)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R72"
    },
    {
        "description": "G(chi_c1(1P) --> a_2(1700)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R75"
    },
    {
        "description": "G(chi_c1(1P) --> f_2(1270) eta --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R73"
    },
    {
        "description": "G(chi_c1(1P) --> f_4(2050) eta --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{4}}}{(2050)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R74"
    },
    {
        "description": "G(chi_c1(1P) --> pi_1(1400)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(1400)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R76"
    },
    {
        "description": "G(chi_c1(1P) --> pi_1(1600)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(1600)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R77"
    },
    {
        "description": "G(chi_c1(1P) --> pi_1(2015)+ pi- + c.c. --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(2015)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R78"
    },
    {
        "description": "G(chi_c1(1P) --> f_2(1270) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R16"
    },
    {
        "description": "G(chi_c1(1P) --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R28"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R64"
    },
    {
        "description": "G(chi_c1(1P) --> K_2*(1430)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R93"
    },
    {
        "description": "G(chi_c1(1P) --> K_2*(1430) Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R94"
    },
    {
        "description": "G(chi_c1(1P) --> K_0*(1430)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R65"
    },
    {
        "description": "G(chi_c1(1P) --> f_0(980) eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R66"
    },
    {
        "description": "G(chi_c1(1P) --> f_0(1710) eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R67"
    },
    {
        "description": "G(chi_c1(1P) --> f_2'(1525) eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R68"
    },
    {
        "description": "G(chi_c1(1P) --> pi0 f_0(980) --> pi0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R18"
    },
    {
        "description": "G(chi_c1(1P) --> K+ Kbar*(892)0 pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R9"
    },
    {
        "description": "G(chi_c1(1P) --> K*(892)0 Kbar*(892)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R26"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R06"
    },
    {
        "description": "G(chi_c1(1P) --> K0S K0S K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R82"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R07"
    },
    {
        "description": "G(chi_c1(1P) --> Kbar0 K+ pi- phi + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R69"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- pi0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R70"
    },
    {
        "description": "G(chi_c1(1P) --> phi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R62"
    },
    {
        "description": "G(chi_c1(1P) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R49"
    },
    {
        "description": "G(chi_c1(1P) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R61"
    },
    {
        "description": "G(chi_c1(1P) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R50"
    },
    {
        "description": "G(chi_c1(1P) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R51"
    },
    {
        "description": "G(chi_c1(1P) --> phi phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R85"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R21"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R27"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R43"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R48"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R7"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R38"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar K+ K-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R45"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R02"
    },
    {
        "description": "G(chi_c1(1P) --> p nbar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R56"
    },
    {
        "description": "G(chi_c1(1P) --> pbar n pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R57"
    },
    {
        "description": "G(chi_c1(1P) --> p nbar pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R58"
    },
    {
        "description": "G(chi_c1(1P) --> pbar n pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R59"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R01"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R19"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R52"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R53"
    },
    {
        "description": "G(chi_c1(1P) --> K+ pbar Lambda +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R22"
    },
    {
        "description": "G(chi_c1(1P) --> n K0S Lambdabar  + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R89"
    },
    {
        "description": "G(chi_c1(1P) --> K*(892)+ pbar Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R86"
    },
    {
        "description": "G(chi_c1(1P) --> K+ pbar Lambda(1520) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R46"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda(1520) Lambdabar(1520))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R47"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R32"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R33"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma+ Sigmabar- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055P01"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma- Sigmabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R87"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma(1385)+ Sigmabar(1385)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R54"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma(1385)- Sigmabar(1385)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R55"
    },
    {
        "description": "G(chi_c1(1P) --> K- Lambda Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R71"
    },
    {
        "description": "G(chi_c1(1P) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R34"
    },
    {
        "description": "G(chi_c1(1P) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R03"
    },
    {
        "description": "G(chi_c1(1P) --> Omega- Omegabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R91"
    },
    {
        "description": "G(chi_c1(1P) --> pi+ pi- + K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{+}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R2"
    },
    {
        "description": "G(chi_c1(1P) --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R04"
    },
    {
        "description": "G(chi_c1(1P) --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R63"
    },
    {
        "description": "G(chi_c1(1P) --> gamma rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R29"
    },
    {
        "description": "G(chi_c1(1P) --> gamma omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R30"
    },
    {
        "description": "G(chi_c1(1P) --> gamma phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R31"
    },
    {
        "description": "G(chi_c1(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R3"
    },
    {
        "description": "G(chi_c1(1P) --> e+ e- J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R79"
    },
    {
        "description": "G(chi_c1(1P) --> e+ e- J/psi(1S))/G(chi_c1(1P) --> gamma J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M055R80"
    },
    {
        "description": "G(chi_c1(1P) --> mu+ mu- J/psi(1S))/G(chi_c1(1P) --> e+ e- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M055R84"
    },
    {
        "description": "G(chi_c1(1P) --> 2(pi+ pi-))/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R98"
    },
    {
        "description": "G(chi_c1(1P) --> Kbar0 K+ pi- + c.c.)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B16"
    },
    {
        "description": "G(chi_c1(1P) --> Kbar0 K+ pi- + c.c.)/G(total) *G(psi(2S) --> gamma chi_c1(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M055B17"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- K+ K-)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B14"
    },
    {
        "description": "G(chi_c1(1P) --> K+ K- K+ K-)/G(total) *G(psi(2S) --> gamma chi_c1(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M055B15"
    },
    {
        "description": "G(chi_c1(1P) --> 3(K+ K- ))/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R96"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B6"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar)/G(total) *G(psi(2S) --> gamma chi_c1(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M055B1"
    },
    {
        "description": "G(chi_c1(1P) --> p pbar K0S K- pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R99"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B10"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar)/G(total) *G(psi(2S) --> gamma chi_c1(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M055B11"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar eta)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R90"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar omega)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R97"
    },
    {
        "description": "G(chi_c1(1P) --> Lambda Lambdabar phi)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R95"
    },
    {
        "description": "G(chi_c1(1P) --> pbar Lambda(1520) K0S pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055P00"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma+ pbar K0S + c.c.)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B01"
    },
    {
        "description": "G(chi_c1(1P) --> Sigma0 pbar K+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055R88"
    },
    {
        "description": "G(chi_c1(1P) --> gamma J/psi(1S))/G(total) * G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M055B2"
    },
    {
        "description": "G(chi_c1(1P) --> gamma J/psi(1S))/G(total) *G(psi(2S) --> gamma chi_c1(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M055B3"
    },
    {
        "description": "MULTIPOLE AMPLITUDES IN             chi_c1(1P) --> gamma J/psi(1S)",
        "description_tex": "MULTIPOLE AMPLITUDES IN             ${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M055240"
    },
    {
        "description": "a(2) = M2/sqrt(E1**2+M2**2) Magnetic quadrupole fractional transition amplitude",
        "description_tex": "$\\mathit a_{2}$ = $\\mathit M2/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2} }$ Magnetic quadrupole fractional transition amplitude",
        "pdgId": "M055A1"
    },
    {
        "description": "MULTIPOLE AMPLITUDES IN psi(2S) --> gamma chi_c1(1S) RADIATIVE DECAY",
        "description_tex": "MULTIPOLE AMPLITUDES IN ${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1S)}}$ RADIATIVE DECAY",
        "pdgId": "M055250"
    },
    {
        "description": "b(2) = M2/sqrt(E1**2+M2**2) Magnetic quadrupole fractional transition amplitude",
        "description_tex": "$\\mathit b_{2}$ = $\\mathit M2/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2} }$ Magnetic quadrupole fractional transition amplitude",
        "pdgId": "M055QB2"
    },
    {
        "description": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS psi(2S) --> gamma chi_c1(1S) and chi_c1() --> gamma J/psi(1S)",
        "description_tex": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS ${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1S)}}$ and ${{\\mathit \\chi}_{{{c1}}}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M055260"
    },
    {
        "description": "a(2)/b(2) Magnetic quadrupole transition amplitude ratio",
        "description_tex": "$\\mathit a_{2}/\\mathit b_{2}$ Magnetic quadrupole transition amplitude ratio",
        "pdgId": "M055QAR"
    },
    {
        "description": "chi_c1(1P) --> hadrons",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M055.112"
    },
    {
        "description": "chi_c1(1P) --> e+ e-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M055.110"
    },
    {
        "description": "chi_c1(1P) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M055.6"
    },
    {
        "description": "chi_c1(1P) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M055.5"
    },
    {
        "description": "chi_c1(1P) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.51"
    },
    {
        "description": "chi_c1(1P) --> rho+ pi- pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M055.52"
    },
    {
        "description": "chi_c1(1P) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.9"
    },
    {
        "description": "chi_c1(1P) --> 4pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.60"
    },
    {
        "description": "chi_c1(1P) --> pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M055.7"
    },
    {
        "description": "chi_c1(1P) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.53"
    },
    {
        "description": "chi_c1(1P) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.79"
    },
    {
        "description": "chi_c1(1P) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.84"
    },
    {
        "description": "chi_c1(1P) --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M055.55"
    },
    {
        "description": "chi_c1(1P) --> rho- K+ Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M055.56"
    },
    {
        "description": "chi_c1(1P) --> K^*(892)0 Kbar0 pi0 --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M055.57"
    },
    {
        "description": "chi_c1(1P) --> K+ K- eta pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.58"
    },
    {
        "description": "chi_c1(1P) --> pi+ pi- K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M055.28"
    },
    {
        "description": "chi_c1(1P) --> K+ K- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M055.42"
    },
    {
        "description": "chi_c1(1P) --> Kbar0 K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M055.17"
    },
    {
        "description": "chi_c1(1P) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M055.32"
    },
    {
        "description": "chi_c1(1P) --> K^*(892)+ K- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M055.33"
    },
    {
        "description": "chi_c1(1P) --> K_J^*(1430)0 Kbar0 + c.c. --> K0S K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{J}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M055.34"
    },
    {
        "description": "chi_c1(1P) --> K_J^*(1430)+ K- + c.c. --> K0S K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{J}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M055.35"
    },
    {
        "description": "chi_c1(1P) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.38"
    },
    {
        "description": "chi_c1(1P) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.31"
    },
    {
        "description": "chi_c1(1P) --> a_0(980)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(980)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.36"
    },
    {
        "description": "chi_c1(1P) --> a_2(1320)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.93"
    },
    {
        "description": "chi_c1(1P) --> a_2(1700)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.96"
    },
    {
        "description": "chi_c1(1P) --> f_2(1270) eta --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.94"
    },
    {
        "description": "chi_c1(1P) --> f_4(2050) eta --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{4}}}{(2050)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.95"
    },
    {
        "description": "chi_c1(1P) --> pi_1(1400)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(1400)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.97"
    },
    {
        "description": "chi_c1(1P) --> pi_1(1600)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(1600)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.98"
    },
    {
        "description": "chi_c1(1P) --> pi_1(2015)+ pi- + c.c. --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}_{{{1}}}{(2015)}^{+}}{{\\mathit \\pi}^{-}}$ + c.c. $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.99"
    },
    {
        "description": "chi_c1(1P) --> f_2(1270) eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}{(1270)}}{{\\mathit \\eta}}$",
        "pdgId": "M055.37"
    },
    {
        "description": "chi_c1(1P) --> pi+ pi- eta^'()",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M055.44"
    },
    {
        "description": "chi_c1(1P) --> K+ K- eta^'(958)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M055.85"
    },
    {
        "description": "chi_c1(1P) --> K_0^*(1430)+ K- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M055.86"
    },
    {
        "description": "chi_c1(1P) --> f_0(980) eta^'(958)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M055.87"
    },
    {
        "description": "chi_c1(1P) --> f_0(1710) eta^'(958)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{0}}}{(1710)}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M055.88"
    },
    {
        "description": "chi_c1(1P) --> f_2^'(1525) eta^'(958)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M055.89"
    },
    {
        "description": "chi_c1(1P) --> K_2^*(1430)+ K- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M055.115"
    },
    {
        "description": "chi_c1(1P) --> K_2^*(1430) Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M055.116"
    },
    {
        "description": "chi_c1(1P) --> pi0 f_0(980) --> pi0 pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.61"
    },
    {
        "description": "chi_c1(1P) --> K+ Kbar^*(892)0 pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M055.10"
    },
    {
        "description": "chi_c1(1P) --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M055.21"
    },
    {
        "description": "chi_c1(1P) --> K+ K- K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M055.29"
    },
    {
        "description": "chi_c1(1P) --> K0S K0S K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M055.102"
    },
    {
        "description": "chi_c1(1P) --> K+ K- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M055.14"
    },
    {
        "description": "chi_c1(1P) --> K+ K- phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "M055.30"
    },
    {
        "description": "chi_c1(1P) --> Kbar0 K+ pi- phi + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.",
        "pdgId": "M055.90"
    },
    {
        "description": "chi_c1(1P) --> K+ K- pi0 phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "M055.91"
    },
    {
        "description": "chi_c1(1P) --> 3 (K+ K- )",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$  3 ( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M055.119"
    },
    {
        "description": "chi_c1(1P) --> phi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.82"
    },
    {
        "description": "chi_c1(1P) --> omega omega",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M055.66"
    },
    {
        "description": "chi_c1(1P) --> omega K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M055.81"
    },
    {
        "description": "chi_c1(1P) --> omega phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M055.67"
    },
    {
        "description": "chi_c1(1P) --> phi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M055.68"
    },
    {
        "description": "chi_c1(1P) --> phi phi eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M055.104"
    },
    {
        "description": "chi_c1(1P) --> p pbar",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M055.11"
    },
    {
        "description": "chi_c1(1P) --> p pbar pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.39"
    },
    {
        "description": "chi_c1(1P) --> p pbar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M055.43"
    },
    {
        "description": "chi_c1(1P) --> p pbar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M055.59"
    },
    {
        "description": "chi_c1(1P) --> p pbar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M055.65"
    },
    {
        "description": "chi_c1(1P) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.8"
    },
    {
        "description": "chi_c1(1P) --> p pbar pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.54"
    },
    {
        "description": "chi_c1(1P) --> p pbar K+ K-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)",
        "pdgId": "M055.62"
    },
    {
        "description": "chi_c1(1P) --> p pbar K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M055.25"
    },
    {
        "description": "chi_c1(1P) --> p pbar K0S K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M055.120"
    },
    {
        "description": "chi_c1(1P) --> p nbar pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.74"
    },
    {
        "description": "chi_c1(1P) --> pbar n pi+",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M055.75"
    },
    {
        "description": "chi_c1(1P) --> p nbar pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.76"
    },
    {
        "description": "chi_c1(1P) --> pbar n pi+ pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M055.77"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M055.19"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.24"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)",
        "pdgId": "M055.69"
    },
    {
        "description": "chi_c1(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M055.70"
    },
    {
        "description": "chi_c1(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M055.71"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M055.111"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}}$",
        "pdgId": "M055.118"
    },
    {
        "description": "chi_c1(1P) --> Lambda Lambdabar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}}$",
        "pdgId": "M055.117"
    },
    {
        "description": "chi_c1(1P) --> K+ pbar Lambda +c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ +c.c.",
        "pdgId": "M055.40"
    },
    {
        "description": "chi_c1(1P) --> n K0S Lambdabar  + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.",
        "pdgId": "M055.109"
    },
    {
        "description": "chi_c1(1P) --> pbar Lambda(1520) K0S pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M055.121"
    },
    {
        "description": "chi_c1(1P) --> K^*(892)+ pbar Lambda + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M055.106"
    },
    {
        "description": "chi_c1(1P) --> K+ pbar Lambda(1520) + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.",
        "pdgId": "M055.63"
    },
    {
        "description": "chi_c1(1P) --> Lambda(1520) Lambdabar(1520)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}}$",
        "pdgId": "M055.64"
    },
    {
        "description": "chi_c1(1P) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M055.48"
    },
    {
        "description": "chi_c1(1P) --> Sigma+ pbar K0S + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.",
        "pdgId": "M055.105"
    },
    {
        "description": "chi_c1(1P) --> Sigma0 pbar K+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M055.108"
    },
    {
        "description": "chi_c1(1P) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M055.49"
    },
    {
        "description": "chi_c1(1P) --> Sigma+ Sigmabar- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M055.122"
    },
    {
        "description": "chi_c1(1P) --> Sigma- Sigmabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$",
        "pdgId": "M055.107"
    },
    {
        "description": "chi_c1(1P) --> Sigma(1385)+ Sigmabar(1385)-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$",
        "pdgId": "M055.72"
    },
    {
        "description": "chi_c1(1P) --> Sigma(1385)- Sigmabar(1385)+",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$",
        "pdgId": "M055.73"
    },
    {
        "description": "chi_c1(1P) --> K- Lambda Xibar+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M055.92"
    },
    {
        "description": "chi_c1(1P) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M055.50"
    },
    {
        "description": "chi_c1(1P) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M055.26"
    },
    {
        "description": "chi_c1(1P) --> Omega- Omegabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}}$",
        "pdgId": "M055.113"
    },
    {
        "description": "chi_c1(1P) --> pi+ pi- + K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{+}$  ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M055.23"
    },
    {
        "description": "chi_c1(1P) --> K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M055.27"
    },
    {
        "description": "chi_c1(1P) --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M055.83"
    },
    {
        "description": "chi_c1(1P) --> gamma J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M055.1"
    },
    {
        "description": "chi_c1(1P) --> gamma rho0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M055.45"
    },
    {
        "description": "chi_c1(1P) --> gamma omega",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}$",
        "pdgId": "M055.46"
    },
    {
        "description": "chi_c1(1P) --> gamma phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}$",
        "pdgId": "M055.47"
    },
    {
        "description": "chi_c1(1P) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M055.4"
    },
    {
        "description": "chi_c1(1P) --> e+ e- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M055.100"
    },
    {
        "description": "chi_c1(1P) --> mu+ mu- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M055.103"
    },
    {
        "description": "h_c(1P)",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$",
        "pdgId": "M144"
    },
    {
        "description": "h_c(1P) MASS",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$ MASS",
        "pdgId": "M144M"
    },
    {
        "description": "h_c(1P) WIDTH",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$ WIDTH",
        "pdgId": "M144W"
    },
    {
        "description": "G(h_c(1P) --> gamma eta_c(1S)) * G(h_c(1P) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144G1"
    },
    {
        "description": "G(h_c(1P) --> J/psi(1S) pi0)/G(h_c(1P) --> gamma eta_c(1S))",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$",
        "pdgId": "M144R24"
    },
    {
        "description": "G(h_c(1P) --> J/psi(1S) pi pi)/G(h_c(1P) --> J/psi(1S) pi0)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M144R1"
    },
    {
        "description": "G(h_c(1P) --> J/psi(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R07"
    },
    {
        "description": "G(h_c(1P) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R20"
    },
    {
        "description": "G(h_c(1P) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R22"
    },
    {
        "description": "G(h_c(1P) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R08"
    },
    {
        "description": "G(h_c(1P) --> p pbar pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R10"
    },
    {
        "description": "G(h_c(1P) --> p pbar pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R23"
    },
    {
        "description": "G(h_c(1P) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R21"
    },
    {
        "description": "G(h_c(1P) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R01"
    },
    {
        "description": "G(h_c(1P) --> pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R28"
    },
    {
        "description": "G(h_c(1P) --> pi+ pi- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R11"
    },
    {
        "description": "G(h_c(1P) --> 2pi+ 2pi- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R26"
    },
    {
        "description": "G(h_c(1P) --> 2pi+ 2pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R02"
    },
    {
        "description": "G(h_c(1P) --> 2pi+ 2pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R27"
    },
    {
        "description": "G(h_c(1P) --> 3pi+ 3pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R03"
    },
    {
        "description": "G(h_c(1P) --> 2pi+ 2pi- omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R25"
    },
    {
        "description": "G(h_c(1P) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R09"
    },
    {
        "description": "G(h_c(1P) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R12"
    },
    {
        "description": "G(h_c(1P) --> K+ K- pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R13"
    },
    {
        "description": "G(h_c(1P) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R14"
    },
    {
        "description": "G(h_c(1P) --> K+ K- pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R15"
    },
    {
        "description": "G(h_c(1P) --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R16"
    },
    {
        "description": "G(h_c(1P) --> 2K+ 2K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R17"
    },
    {
        "description": "G(h_c(1P) --> K0S K+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R18"
    },
    {
        "description": "G(h_c(1P) --> K0S K+- pi-+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R19"
    },
    {
        "description": "G(h_c(1P) --> gamma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R06"
    },
    {
        "description": "G(h_c(1P) --> gamma eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R00"
    },
    {
        "description": "G(h_c(1P) --> gamma pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R29"
    },
    {
        "description": "G(h_c(1P) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M144R2"
    },
    {
        "description": "G(h_c(1P) --> e+ e- eta_c(1S))/G(h_c(1P) --> gamma eta_c(1S))",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma({{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$",
        "pdgId": "M144R30"
    },
    {
        "description": "h_c(1P) --> J/psi(1S) pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.1"
    },
    {
        "description": "h_c(1P) --> J/psi(1S) pi pi",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M144.2"
    },
    {
        "description": "h_c(1P) --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M144.10"
    },
    {
        "description": "h_c(1P) --> p pbar",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M144.3"
    },
    {
        "description": "h_c(1P) --> p pbar pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.24"
    },
    {
        "description": "h_c(1P) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M144.11"
    },
    {
        "description": "h_c(1P) --> p pbar pi0 pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.13"
    },
    {
        "description": "h_c(1P) --> p pbar pi+ pi- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.25"
    },
    {
        "description": "h_c(1P) --> p pbar eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M144.23"
    },
    {
        "description": "h_c(1P) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.5"
    },
    {
        "description": "h_c(1P) --> pi+ pi- eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M144.31"
    },
    {
        "description": "h_c(1P) --> pi+ pi- pi0 eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M144.14"
    },
    {
        "description": "h_c(1P) --> 2pi+ 2pi- pi0 eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M144.29"
    },
    {
        "description": "h_c(1P) --> 2pi+ 2pi- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.6"
    },
    {
        "description": "h_c(1P) --> 2pi+ 2pi- eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M144.30"
    },
    {
        "description": "h_c(1P) --> 3pi+ 3pi- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.7"
    },
    {
        "description": "h_c(1P) --> 2pi+ 2pi- omega",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit \\omega}}$",
        "pdgId": "M144.28"
    },
    {
        "description": "h_c(1P) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M144.12"
    },
    {
        "description": "h_c(1P) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.15"
    },
    {
        "description": "h_c(1P) --> K+ K- pi+ pi- eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M144.16"
    },
    {
        "description": "h_c(1P) --> K+ K- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.17"
    },
    {
        "description": "h_c(1P) --> K+ K- pi0 eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M144.18"
    },
    {
        "description": "h_c(1P) --> K+ K- eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M144.19"
    },
    {
        "description": "h_c(1P) --> 2K+ 2K- pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.20"
    },
    {
        "description": "h_c(1P) --> K0S K+- pi-+",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M144.21"
    },
    {
        "description": "h_c(1P) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M144.22"
    },
    {
        "description": "h_c(1P) --> gamma eta",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}$",
        "pdgId": "M144.9"
    },
    {
        "description": "h_c(1P) --> gamma eta^'(958)",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M144.8"
    },
    {
        "description": "h_c(1P) --> gamma pi0",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M144.32"
    },
    {
        "description": "h_c(1P) --> gamma eta_c(1S)",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M144.4"
    },
    {
        "description": "h_c(1P) --> e+ e- eta_c(1S)",
        "description_tex": "${{\\mathit h}_{{{c}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M144.33"
    },
    {
        "description": "chi_c2(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$",
        "pdgId": "M057"
    },
    {
        "description": "chi_c2(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ MASS",
        "pdgId": "M057M"
    },
    {
        "description": "chi_c2(1P) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$ WIDTH",
        "pdgId": "M057W"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar) * G(chi_c2(1P) --> gamma J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G1"
    },
    {
        "description": "G(chi_c2(1P) --> gamma gamma) * G(chi_c2(1P) --> gamma J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G2"
    },
    {
        "description": "G(chi_c2(1P) --> 2(pi+ pi-)) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G3"
    },
    {
        "description": "G(chi_c2(1P) --> rho rho) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G08"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi+ pi-) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G09"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi+ pi- pi0) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G02"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)0 Kbar*(892)0) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G10"
    },
    {
        "description": "G(chi_c2(1P) --> phi phi) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G12"
    },
    {
        "description": "G(chi_c2(1P) --> omega omega) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G03"
    },
    {
        "description": "G(chi_c2(1P) --> omega phi) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G04"
    },
    {
        "description": "G(chi_c2(1P) --> pi pi) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G4"
    },
    {
        "description": "G(chi_c2(1P) --> rho0 pi+ pi-) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G07"
    },
    {
        "description": "G(chi_c2(1P) --> eta eta) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G13"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K-) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G5"
    },
    {
        "description": "G(chi_c2(1P) --> K0S K0S) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G6"
    },
    {
        "description": "G(chi_c2(1P) --> Kbar0 K+ pi- + c.c.) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G01"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- K+ K-) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G11"
    },
    {
        "description": "G(chi_c2(1P) --> eta_c(1S) pi+ pi-) * G(chi_c2(1P) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057G05"
    },
    {
        "description": "G(chi_c2(1P) --> rho0 pi+ pi-)/G(chi_c2(1P) --> 2(pi+ pi-))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$",
        "pdgId": "M057R38"
    },
    {
        "description": "G(chi_c2(1P) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P07"
    },
    {
        "description": "G(chi_c2(1P) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R46"
    },
    {
        "description": "G(chi_c2(1P) --> rho+ pi- pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R47"
    },
    {
        "description": "G(chi_c2(1P) --> 4pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R58"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R48"
    },
    {
        "description": "G(chi_c2(1P) --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R50"
    },
    {
        "description": "G(chi_c2(1P) --> rho- K+ Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R51"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)0 K- pi+ --> K- pi+ K0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R57"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)0 Kbar0 pi0 --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R52"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)- K+ pi0 --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R53"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)+ Kbar0 pi- --> K+ pi- Kbar0 pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R54"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R55"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R00"
    },
    {
        "description": "G(chi_c2(1P) --> K0S K+- pi-+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R73"
    },
    {
        "description": "G(chi_c2(1P) --> K+ Kbar*(892)0 pi- + c.c.)/G(chi_c2(1P) --> K+ K- pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057R39"
    },
    {
        "description": "G(chi_c2(1P) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R4"
    },
    {
        "description": "G(chi_c2(1P) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R20"
    },
    {
        "description": "G(chi_c2(1P) --> phi phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R97"
    },
    {
        "description": "G(chi_c2(1P) --> omega omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R28"
    },
    {
        "description": "G(chi_c2(1P) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R74"
    },
    {
        "description": "G(chi_c2(1P) --> omega phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R63"
    },
    {
        "description": "G(chi_c2(1P) --> pi+ pi- pi0  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R84"
    },
    {
        "description": "G(chi_c2(1P) --> rho(770)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R85"
    },
    {
        "description": "G(chi_c2(1P) --> pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R08"
    },
    {
        "description": "G(chi_c2(1P) --> pi+ pi- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R35"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R86"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R87"
    },
    {
        "description": "G(chi_c2(1P) --> K_2*(1430)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R88"
    },
    {
        "description": "G(chi_c2(1P) --> K_2*(1430)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R89"
    },
    {
        "description": "G(chi_c2(1P) --> K_3*(1780)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R90"
    },
    {
        "description": "G(chi_c2(1P) --> K_3*(1780)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R91"
    },
    {
        "description": "G(chi_c2(1P) --> a_2(1320)0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R92"
    },
    {
        "description": "G(chi_c2(1P) --> a_2(1320)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R93"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R05"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R09"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R78"
    },
    {
        "description": "G(chi_c2(1P) --> eta eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R03"
    },
    {
        "description": "G(chi_c2(1P) --> eta' eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R04"
    },
    {
        "description": "G(chi_c2(1P) --> pi+ pi- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R31"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R32"
    },
    {
        "description": "G(chi_c2(1P) --> K0S K0S K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R94"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R01"
    },
    {
        "description": "G(chi_c2(1P) --> Kbar0 K+ pi- phi + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R79"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi0 phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R80"
    },
    {
        "description": "G(chi_c2(1P) --> phi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R75"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R06"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R34"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R56"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R62"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R6"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R49"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar K+ K-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R59"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R30"
    },
    {
        "description": "G(chi_c2(1P) --> p nbar pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R33"
    },
    {
        "description": "G(chi_c2(1P) --> pbar n pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R70"
    },
    {
        "description": "G(chi_c2(1P) --> p nbar pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R71"
    },
    {
        "description": "G(chi_c2(1P) --> pbar n pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R72"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R29"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R65"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R66"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R67"
    },
    {
        "description": "G(chi_c2(1P) --> K+ pbar Lambda  + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$   + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R07"
    },
    {
        "description": "G(chi_c2(1P) --> n K0S Lambdabar  + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P01"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)+ pbar Lambda + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R98"
    },
    {
        "description": "G(chi_c2(1P) --> K+ pbar Lambda(1520) + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R60"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda(1520) Lambdabar(1520))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R61"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R43"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R44"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma+ Sigmabar- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P11"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma- Sigmabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R99"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma(1385)+ Sigmabar(1385)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R68"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma(1385)- Sigmabar(1385)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R69"
    },
    {
        "description": "G(chi_c2(1P) --> K- Lambda Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R81"
    },
    {
        "description": "G(chi_c2(1P) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R45"
    },
    {
        "description": "G(chi_c2(1P) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R17"
    },
    {
        "description": "G(chi_c2(1P) --> Omega- Omegabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P03"
    },
    {
        "description": "G(chi_c2(1P) --> J/psi(1S) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R13"
    },
    {
        "description": "G(chi_c2(1P) --> pi0 eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R77"
    },
    {
        "description": "G(chi_c2(1P) --> eta_c(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R76"
    },
    {
        "description": "G(chi_c2(1P) --> eta_c(1S) pi+ pi-)/G(chi_c2(1P) --> Kbar0 K+ pi- + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)$",
        "pdgId": "M057R64"
    },
    {
        "description": "G(chi_c2(1P) --> gamma rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R40"
    },
    {
        "description": "G(chi_c2(1P) --> gamma omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R41"
    },
    {
        "description": "G(chi_c2(1P) --> gamma phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R42"
    },
    {
        "description": "G(chi_c2(1P) --> e+ e- J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R82"
    },
    {
        "description": "G(chi_c2(1P) --> e+ e- J/psi(1S))/G(chi_c2(1P) --> gamma J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M057R83"
    },
    {
        "description": "G(chi_c2(1P) --> mu+ mu- J/psi(1S))/G(chi_c2(1P) --> e+ e- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M057R96"
    },
    {
        "description": "G(chi_c2(1P) --> gamma gamma)/G(chi_c2(1P) --> gamma J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M057R23"
    },
    {
        "description": "G(chi_c2(1P) --> gamma gamma)/G(total) * G(chi_c2(1P) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057R24"
    },
    {
        "description": "G(chi_c2(1P) --> 2(pi+ pi-))/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B5"
    },
    {
        "description": "G(chi_c2(1P) --> 2(pi+ pi-))/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P08"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- pi+ pi-)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B18"
    },
    {
        "description": "G(chi_c2(1P) --> K*(892)0 Kbar*(892)0)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B19"
    },
    {
        "description": "G(chi_c2(1P) --> phi phi)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B16"
    },
    {
        "description": "G(chi_c2(1P) --> phi phi)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B17"
    },
    {
        "description": "G(chi_c2(1P) --> pi pi)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B02"
    },
    {
        "description": "G(chi_c2(1P) --> pi pi)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B9"
    },
    {
        "description": "G(chi_c2(1P) --> eta eta)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B04"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K-)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B03"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K-)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B8"
    },
    {
        "description": "G(chi_c2(1P) --> K0S K0S)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B12"
    },
    {
        "description": "G(chi_c2(1P) --> K0S K0S)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B13"
    },
    {
        "description": "G(chi_c2(1P) --> Kbar0 K+ pi- + c.c.)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B05"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- K+ K-)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B14"
    },
    {
        "description": "G(chi_c2(1P) --> K+ K- K+ K-)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B15"
    },
    {
        "description": "G(chi_c2(1P) --> 3(K+ K- ))/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P05"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B1"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B6"
    },
    {
        "description": "G(chi_c2(1P) --> p pbar K0S K- pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P09"
    },
    {
        "description": "G(chi_c2(1P) --> pbar Lambda(1520) K0S pi+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P10"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B10"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar)/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B11"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar eta)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P02"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar omega)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P06"
    },
    {
        "description": "G(chi_c2(1P) --> Lambda Lambdabar phi)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P04"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma+ pbar K0S + c.c.)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B07"
    },
    {
        "description": "G(chi_c2(1P) --> Sigma0 pbar K+ + c.c.)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057P00"
    },
    {
        "description": "G(chi_c2(1P) --> gamma J/psi(1S))/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B2"
    },
    {
        "description": "G(chi_c2(1P) --> gamma J/psi(1S))/G(total) *G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M057B3"
    },
    {
        "description": "G(chi_c2(1P) --> gamma gamma)/G(total) * G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M057B4"
    },
    {
        "description": "G(chi_c2(1P) --> gamma gamma)/G(chi_c0(1P) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M057B06"
    },
    {
        "description": "MULTIPOLE AMPLITUDES IN chi_c2(1P) --> gamma J/psi(1S) RADIATIVE DECAY",
        "description_tex": "MULTIPOLE AMPLITUDES IN ${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$ RADIATIVE DECAY",
        "pdgId": "M057240"
    },
    {
        "description": "a(2) = M2/sqrt(E1**2+M2**2+E3**2) Magnetic quadrupole fractional transition amplitude",
        "description_tex": "$\\mathit a_{2}$ = $\\mathit M2/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2}+\\mathit E3{}^{2} }$ Magnetic quadrupole fractional transition amplitude",
        "pdgId": "M057A1"
    },
    {
        "description": "a(3) = E3/sqrt(E1**2+M2**2+E3**2) Electric octupole fractional transition amplitude",
        "description_tex": "$\\mathit a_{3}$ = $\\mathit E3/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2}+\\mathit E3{}^{2} }$ Electric octupole fractional transition amplitude",
        "pdgId": "M057A2"
    },
    {
        "description": "MULTIPOLE AMPLITUDES IN psi(2S) --> gamma chi_c2(1P) RADIATIVE DECAY",
        "description_tex": "MULTIPOLE AMPLITUDES IN ${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}}$ RADIATIVE DECAY",
        "pdgId": "M057250"
    },
    {
        "description": "b(2) = M2/sqrt(E1**2+M2**2+E3**2) Magnetic quadrupole fractional transition amplitude",
        "description_tex": "$\\mathit b_{2}$ = $\\mathit M2/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2}+\\mathit E3{}^{2} }$ Magnetic quadrupole fractional transition amplitude",
        "pdgId": "M057QB2"
    },
    {
        "description": "b(3) = E3/sqrt(E1**2+M2**2+E3**2) Electric octupole fractional transition amplitude",
        "description_tex": "$\\mathit b_{3}$ = $\\mathit E3/\\sqrt {\\mathit E1{}^{2}+\\mathit M2{}^{2}+\\mathit E3{}^{2} }$ Electric octupole fractional transition amplitude",
        "pdgId": "M057QB3"
    },
    {
        "description": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS psi(2S) --> gamma chi_c2(1P) and chi_c2() --> gamma J/psi(1S)",
        "description_tex": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS ${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}}$ and ${{\\mathit \\chi}_{{{c2}}}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M057260"
    },
    {
        "description": "b(2)/a(2) Magnetic quadrupole transition amplitude ratio",
        "description_tex": "$\\mathit b_{2}/\\mathit a_{2}$ Magnetic quadrupole transition amplitude ratio",
        "pdgId": "M057QAR"
    },
    {
        "description": "chi_c2(1P) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M057.3"
    },
    {
        "description": "chi_c2(1P) --> rho rho",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\rho}}$",
        "pdgId": "M057.43"
    },
    {
        "description": "chi_c2(1P) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.50"
    },
    {
        "description": "chi_c2(1P) --> rho+ pi- pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.51"
    },
    {
        "description": "chi_c2(1P) --> 4pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.62"
    },
    {
        "description": "chi_c2(1P) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.52"
    },
    {
        "description": "chi_c2(1P) --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.54"
    },
    {
        "description": "chi_c2(1P) --> rho- K+ Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M057.55"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)0 K- pi+ --> K- pi+ K0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.60"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)0 Kbar0 pi0 --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.56"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)- K+ pi0 --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.57"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)+ Kbar0 pi- --> K+ pi- Kbar0 pi0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\overline{\\mathit K}}^{0}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M057.58"
    },
    {
        "description": "chi_c2(1P) --> K+ K- eta pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.59"
    },
    {
        "description": "chi_c2(1P) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.5"
    },
    {
        "description": "chi_c2(1P) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.67"
    },
    {
        "description": "chi_c2(1P) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.78"
    },
    {
        "description": "chi_c2(1P) --> K+ Kbar^*(892)0 pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M057.10"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)0 Kbar^*(892)0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}$",
        "pdgId": "M057.21"
    },
    {
        "description": "chi_c2(1P) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M057.4"
    },
    {
        "description": "chi_c2(1P) --> phi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M057.16"
    },
    {
        "description": "chi_c2(1P) --> phi phi eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M057.99"
    },
    {
        "description": "chi_c2(1P) --> omega omega",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\omega}}$",
        "pdgId": "M057.25"
    },
    {
        "description": "chi_c2(1P) --> omega K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M057.79"
    },
    {
        "description": "chi_c2(1P) --> omega phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\phi}}$",
        "pdgId": "M057.68"
    },
    {
        "description": "chi_c2(1P) --> pi pi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M057.22"
    },
    {
        "description": "chi_c2(1P) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.9"
    },
    {
        "description": "chi_c2(1P) --> pi+ pi- pi0  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$  (non-resonant)",
        "pdgId": "M057.95"
    },
    {
        "description": "chi_c2(1P) --> rho(770)+- pi-+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M057.96"
    },
    {
        "description": "chi_c2(1P) --> pi+ pi- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M057.39"
    },
    {
        "description": "chi_c2(1P) --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M057.42"
    },
    {
        "description": "chi_c2(1P) --> eta eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M057.14"
    },
    {
        "description": "chi_c2(1P) --> K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M057.2"
    },
    {
        "description": "chi_c2(1P) --> K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M057.15"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)+- K-+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M057.87"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M057.88"
    },
    {
        "description": "chi_c2(1P) --> K_2^*(1430)+- K-+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M057.89"
    },
    {
        "description": "chi_c2(1P) --> K_2^*(1430)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M057.90"
    },
    {
        "description": "chi_c2(1P) --> K_3^*(1780)+- K-+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M057.91"
    },
    {
        "description": "chi_c2(1P) --> K_3^*(1780)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_{{{3}}}^{*}{(1780)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M057.92"
    },
    {
        "description": "chi_c2(1P) --> a_2(1320)0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.93"
    },
    {
        "description": "chi_c2(1P) --> a_2(1320)+- pi-+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1320)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M057.94"
    },
    {
        "description": "chi_c2(1P) --> Kbar0 K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M057.17"
    },
    {
        "description": "chi_c2(1P) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.36"
    },
    {
        "description": "chi_c2(1P) --> K+ K- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M057.40"
    },
    {
        "description": "chi_c2(1P) --> K+ K- eta^'(958)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M057.82"
    },
    {
        "description": "chi_c2(1P) --> eta eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M057.34"
    },
    {
        "description": "chi_c2(1P) --> eta^' eta^'",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M057.35"
    },
    {
        "description": "chi_c2(1P) --> pi+ pi- K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M057.29"
    },
    {
        "description": "chi_c2(1P) --> K+ K- K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M057.30"
    },
    {
        "description": "chi_c2(1P) --> K0S K0S K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M057.97"
    },
    {
        "description": "chi_c2(1P) --> K+ K- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M057.24"
    },
    {
        "description": "chi_c2(1P) --> K+ K- phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "M057.32"
    },
    {
        "description": "chi_c2(1P) --> Kbar0 K+ pi- phi + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit K}}^{0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\phi}}$ + c.c.",
        "pdgId": "M057.83"
    },
    {
        "description": "chi_c2(1P) --> K+ K- pi0 phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\phi}}$",
        "pdgId": "M057.84"
    },
    {
        "description": "chi_c2(1P) --> 3 (K+ K- )",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$  3 ( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M057.109"
    },
    {
        "description": "chi_c2(1P) --> phi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.80"
    },
    {
        "description": "chi_c2(1P) --> p pbar",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M057.11"
    },
    {
        "description": "chi_c2(1P) --> p pbar pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.37"
    },
    {
        "description": "chi_c2(1P) --> p pbar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M057.41"
    },
    {
        "description": "chi_c2(1P) --> p pbar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M057.61"
    },
    {
        "description": "chi_c2(1P) --> p pbar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M057.66"
    },
    {
        "description": "chi_c2(1P) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.8"
    },
    {
        "description": "chi_c2(1P) --> p pbar pi0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.53"
    },
    {
        "description": "chi_c2(1P) --> p pbar K+ K-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$  (non-resonant)",
        "pdgId": "M057.63"
    },
    {
        "description": "chi_c2(1P) --> p pbar K0S K0S",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M057.28"
    },
    {
        "description": "chi_c2(1P) --> p pbar K0S K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M057.110"
    },
    {
        "description": "chi_c2(1P) --> p nbar pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.31"
    },
    {
        "description": "chi_c2(1P) --> pbar n pi+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M057.75"
    },
    {
        "description": "chi_c2(1P) --> p nbar pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.76"
    },
    {
        "description": "chi_c2(1P) --> pbar n pi+ pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.77"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M057.19"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.27"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar pi+ pi-  (non-resonant)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$  (non-resonant)",
        "pdgId": "M057.70"
    },
    {
        "description": "chi_c2(1P) --> Sigma(1385)+ Lambdabar pi- + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M057.71"
    },
    {
        "description": "chi_c2(1P) --> Sigma(1385)- Lambdabar pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M057.72"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M057.105"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar omega",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}}$",
        "pdgId": "M057.108"
    },
    {
        "description": "chi_c2(1P) --> Lambda Lambdabar phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\phi}}$",
        "pdgId": "M057.107"
    },
    {
        "description": "chi_c2(1P) --> K+ pbar Lambda  + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$   + c.c.",
        "pdgId": "M057.38"
    },
    {
        "description": "chi_c2(1P) --> n K0S Lambdabar  + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit \\Lambda}}}$   + c.c.",
        "pdgId": "M057.104"
    },
    {
        "description": "chi_c2(1P) --> K^*(892)+ pbar Lambda + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}}$ + c.c.",
        "pdgId": "M057.101"
    },
    {
        "description": "chi_c2(1P) --> K+ pbar Lambda(1520) + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}$ + c.c.",
        "pdgId": "M057.64"
    },
    {
        "description": "chi_c2(1P) --> pbar Lambda(1520) K0S pi+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\Lambda}{(1520)}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M057.111"
    },
    {
        "description": "chi_c2(1P) --> Lambda(1520) Lambdabar(1520)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\overline{\\mathit \\Lambda}}{(1520)}}$",
        "pdgId": "M057.65"
    },
    {
        "description": "chi_c2(1P) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M057.47"
    },
    {
        "description": "chi_c2(1P) --> Sigma+ pbar K0S + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit p}}}{{\\mathit K}_S^0}$  + c.c.",
        "pdgId": "M057.100"
    },
    {
        "description": "chi_c2(1P) --> Sigma0 pbar K+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M057.103"
    },
    {
        "description": "chi_c2(1P) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M057.48"
    },
    {
        "description": "chi_c2(1P) --> Sigma+ Sigmabar- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M057.112"
    },
    {
        "description": "chi_c2(1P) --> Sigma- Sigmabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$",
        "pdgId": "M057.102"
    },
    {
        "description": "chi_c2(1P) --> Sigma(1385)+ Sigmabar(1385)-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$",
        "pdgId": "M057.73"
    },
    {
        "description": "chi_c2(1P) --> Sigma(1385)- Sigmabar(1385)+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$",
        "pdgId": "M057.74"
    },
    {
        "description": "chi_c2(1P) --> K- Lambda Xibar+ + c.c.",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M057.85"
    },
    {
        "description": "chi_c2(1P) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M057.49"
    },
    {
        "description": "chi_c2(1P) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M057.26"
    },
    {
        "description": "chi_c2(1P) --> Omega- Omegabar+",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}}$",
        "pdgId": "M057.106"
    },
    {
        "description": "chi_c2(1P) --> J/psi(1S) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M057.12"
    },
    {
        "description": "chi_c2(1P) --> pi0 eta_c",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M057.81"
    },
    {
        "description": "chi_c2(1P) --> eta_c(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M057.69"
    },
    {
        "description": "chi_c2(1P) --> gamma J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M057.6"
    },
    {
        "description": "chi_c2(1P) --> gamma rho0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M057.44"
    },
    {
        "description": "chi_c2(1P) --> gamma omega",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\omega}}$",
        "pdgId": "M057.45"
    },
    {
        "description": "chi_c2(1P) --> gamma phi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}$",
        "pdgId": "M057.46"
    },
    {
        "description": "chi_c2(1P) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M057.7"
    },
    {
        "description": "chi_c2(1P) --> e+ e- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M057.86"
    },
    {
        "description": "chi_c2(1P) --> mu+ mu- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M057.98"
    },
    {
        "description": "eta_c(2S)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M059"
    },
    {
        "description": "eta_c(2S) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$ MASS",
        "pdgId": "M059M"
    },
    {
        "description": "eta_c(2S) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$ WIDTH",
        "pdgId": "M059W"
    },
    {
        "description": "G(eta_c(2S) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M059W1"
    },
    {
        "description": "G(eta_c(2S) --> K Kbar pi) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G04"
    },
    {
        "description": "G(eta_c(2S) --> 2pi+ 2pi-) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G01"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi-) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G02"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi- pi0) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G05"
    },
    {
        "description": "G(eta_c(2S) --> 2K+ 2K-) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G03"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta') * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R29"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta_c(1S)) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G06"
    },
    {
        "description": "G(eta_c(2S) --> p pbar)/G(total) * G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059G1"
    },
    {
        "description": "G(eta_c(2S) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R1"
    },
    {
        "description": "G(eta_c(2S) --> K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R3"
    },
    {
        "description": "G(eta_c(2S) --> K Kbar eta)/G(eta_c(2S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M059R26"
    },
    {
        "description": "G(eta_c(2S) --> 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R01"
    },
    {
        "description": "G(eta_c(2S) --> a_0(1450) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R38"
    },
    {
        "description": "G(eta_c(2S) --> a_2(1700) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R39"
    },
    {
        "description": "G(eta_c(2S) --> a_0(1710) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R37"
    },
    {
        "description": "G(eta_c(2S) --> rho0 rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R15"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R02"
    },
    {
        "description": "G(eta_c(2S) --> K*0 Kbar*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R16"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi- pi0)/G(eta_c(2S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M059R21"
    },
    {
        "description": "G(eta_c(2S) --> K0S K- 2pi+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R22"
    },
    {
        "description": "G(eta_c(2S) --> 2K+ 2K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R03"
    },
    {
        "description": "G(eta_c(2S) --> K_2*(1430) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R34"
    },
    {
        "description": "G(eta_c(2S) --> K_0*(1950) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1950)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R35"
    },
    {
        "description": "G(eta_c(2S) --> K_0*(2600) Kbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(2600)}}{{\\overline{\\mathit K}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R40"
    },
    {
        "description": "G(eta_c(2S) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R17"
    },
    {
        "description": "G(eta_c(2S) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R04"
    },
    {
        "description": "G(eta_c(2S) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R30"
    },
    {
        "description": "G(eta_c(2S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R2"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta_c(1S))/G(eta_c(2S) --> K Kbar pi)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$",
        "pdgId": "M059R23"
    },
    {
        "description": "G(eta_c(2S) --> K Kbar pi)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R42"
    },
    {
        "description": "G(eta_c(2S) --> K Kbar eta)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R25"
    },
    {
        "description": "G(eta_c(2S) --> 2pi+ 2pi-)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R05"
    },
    {
        "description": "G(eta_c(2S) --> rho0 rho0)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R18"
    },
    {
        "description": "G(eta_c(2S) --> 3pi+ 3pi-)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R06"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi-)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R07"
    },
    {
        "description": "G(eta_c(2S) --> K*0 Kbar*0)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R19"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- pi+ pi- pi0)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R08"
    },
    {
        "description": "G(eta_c(2S) --> K+ K- 2pi+ 2pi-)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R09"
    },
    {
        "description": "G(eta_c(2S) --> K0S K- 2pi+ pi- + c.c.)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R10"
    },
    {
        "description": "G(eta_c(2S) --> phi phi)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R20"
    },
    {
        "description": "G(eta_c(2S) --> p pbar)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R24"
    },
    {
        "description": "G(eta_c(2S) --> gamma J/psi(1S))/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R27"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta)/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R11"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta')/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R12"
    },
    {
        "description": "G(eta_c(2S) --> pi+ pi- eta_c(1S))/G(total) * G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M059R14"
    },
    {
        "description": "eta_c(2S) --> hadrons",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M059.1"
    },
    {
        "description": "eta_c(2S) --> K Kbar pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M059.4"
    },
    {
        "description": "eta_c(2S) --> K Kbar eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\eta}}$",
        "pdgId": "M059.20"
    },
    {
        "description": "eta_c(2S) --> 2pi+ 2pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M059.5"
    },
    {
        "description": "eta_c(2S) --> a_0(1450) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1450)}}{{\\mathit \\pi}}$",
        "pdgId": "M059.27"
    },
    {
        "description": "eta_c(2S) --> a_2(1700) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{2}}}{(1700)}}{{\\mathit \\pi}}$",
        "pdgId": "M059.28"
    },
    {
        "description": "eta_c(2S) --> a_0(1710) pi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit a}_{{{0}}}{(1710)}}{{\\mathit \\pi}}$",
        "pdgId": "M059.26"
    },
    {
        "description": "eta_c(2S) --> rho0 rho0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M059.16"
    },
    {
        "description": "eta_c(2S) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M059.8"
    },
    {
        "description": "eta_c(2S) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M059.6"
    },
    {
        "description": "eta_c(2S) --> K^*()0 Kbar^*()0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "M059.17"
    },
    {
        "description": "eta_c(2S) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M059.9"
    },
    {
        "description": "eta_c(2S) --> K+ K- 2pi+ 2pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M059.10"
    },
    {
        "description": "eta_c(2S) --> K0S K- 2pi+ pi- + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M059.11"
    },
    {
        "description": "eta_c(2S) --> 2K+ 2K-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$  2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}$",
        "pdgId": "M059.7"
    },
    {
        "description": "eta_c(2S) --> K_2^*(1430) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M059.24"
    },
    {
        "description": "eta_c(2S) --> K_0^*(1950) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(1950)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M059.25"
    },
    {
        "description": "eta_c(2S) --> K_0^*(2600) Kbar + c.c.",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{0}}}^{*}{(2600)}}{{\\overline{\\mathit K}}}$ + c.c.",
        "pdgId": "M059.29"
    },
    {
        "description": "eta_c(2S) --> phi phi",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M059.18"
    },
    {
        "description": "eta_c(2S) --> p pbar",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M059.3"
    },
    {
        "description": "eta_c(2S) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M059.22"
    },
    {
        "description": "eta_c(2S) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M059.2"
    },
    {
        "description": "eta_c(2S) --> gamma J/psi(1S)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M059.21"
    },
    {
        "description": "eta_c(2S) --> pi+ pi- eta",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M059.12"
    },
    {
        "description": "eta_c(2S) --> pi+ pi- eta^'",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M059.13"
    },
    {
        "description": "eta_c(2S) --> pi+ pi- eta_c(1S)",
        "description_tex": "${{\\mathit \\eta}_{{{c}}}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M059.15"
    },
    {
        "description": "psi(2S)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M071"
    },
    {
        "description": "psi(2S) MASS",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$ MASS",
        "pdgId": "M071M"
    },
    {
        "description": "mass(psi(2S))-mass(J/psi(1S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\psi}{(2S)}}}-{\\mathit m}_{{{\\mathit J / \\psi}{(1S)}}}$",
        "pdgId": "M071DM"
    },
    {
        "description": "psi(2S) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$ WIDTH",
        "pdgId": "M071W"
    },
    {
        "description": "G(psi(2S) --> hadrons)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   hadrons$)$",
        "pdgId": "M071W3"
    },
    {
        "description": "G(psi(2S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M071W1"
    },
    {
        "description": "G(psi(2S) --> gamma gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "M071W51"
    },
    {
        "description": "G(psi(2S) --> hadrons) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   hadrons$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G3"
    },
    {
        "description": "G(psi(2S) --> K0S anything) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P30"
    },
    {
        "description": "G(psi(2S) --> e+ e-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P14"
    },
    {
        "description": "G(psi(2S) --> mu+ mu-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P13"
    },
    {
        "description": "G(psi(2S) --> tau+ tau-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G9"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G1"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G6"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) eta) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G7"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G8"
    },
    {
        "description": "G(psi(2S) --> 2(pi+ pi-) pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G01"
    },
    {
        "description": "G(psi(2S) --> pi+ pi- pi0 pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P16"
    },
    {
        "description": "G(psi(2S) --> pi+ pi- 4pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$4 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P36"
    },
    {
        "description": "G(psi(2S) --> rho+- pi-+ pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P18"
    },
    {
        "description": "G(psi(2S) --> 2(pi+ pi- pi0)) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G4"
    },
    {
        "description": "G(psi(2S) --> 2(pi+ pi-) 3pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P31"
    },
    {
        "description": "G(psi(2S) --> eta 2(pi+ pi-)) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G03"
    },
    {
        "description": "G(psi(2S) --> eta pi+ pi- pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P15"
    },
    {
        "description": "G(psi(2S) --> eta pi+ pi- 3pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P40"
    },
    {
        "description": "G(psi(2S) --> eta 2(pi+ pi- pi0)) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P33"
    },
    {
        "description": "G(psi(2S) --> omega pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G02"
    },
    {
        "description": "G(psi(2S) --> omega pi+ pi- 2pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P32"
    },
    {
        "description": "G(psi(2S) --> omega pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P17"
    },
    {
        "description": "G(psi(2S) --> omega 3pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$3 ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P39"
    },
    {
        "description": "G(psi(2S) --> phi pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G10"
    },
    {
        "description": "G(psi(2S) --> phi f_0(980) --> pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G13"
    },
    {
        "description": "G(psi(2S) --> K+ K-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G06"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G12"
    },
    {
        "description": "G(psi(2S) --> K0S K0L pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G15"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G08"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi0 pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P47"
    },
    {
        "description": "G(psi(2S) --> K0S K+- pi-+ pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P48"
    },
    {
        "description": "G(psi(2S) --> K0S K+- pi-+ pi+ pi-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P49"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi- pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G04"
    },
    {
        "description": "G(psi(2S) --> K0S K0L pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G14"
    },
    {
        "description": "G(psi(2S) --> K0S K*(892)0 pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P54"
    },
    {
        "description": "G(psi(2S) --> K0S K+- rho(770)-+ pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\rho}{(770)}^{\\mp}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P58"
    },
    {
        "description": "G(psi(2S) --> K0S K+- pi-+ rho(770)0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}{(770)}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P59"
    },
    {
        "description": "G(psi(2S) --> K*(892)+ K*(892)- pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P56"
    },
    {
        "description": "G(psi(2S) --> K-+ K*(892)+- pi0 pi0) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P55"
    },
    {
        "description": "G(psi(2S) --> K0S K0L eta) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G16"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi- eta) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G05"
    },
    {
        "description": "G(psi(2S) --> K+ K- 2(pi+ pi-)) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G5"
    },
    {
        "description": "G(psi(2S) --> 2(K+ K-)) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G07"
    },
    {
        "description": "G(psi(2S) --> p pbar) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G2"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071G11"
    },
    {
        "description": "G(psi(2S) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R3"
    },
    {
        "description": "G(psi(2S) --> virtual gamma --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   virtual  ${{\\mathit \\gamma}}$  $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R5"
    },
    {
        "description": "G(psi(2S) --> g g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S43"
    },
    {
        "description": "G(psi(2S) --> gamma g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S44"
    },
    {
        "description": "G(psi(2S) --> gamma g g)/G(psi(2S) --> g g g)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})$",
        "pdgId": "M071S45"
    },
    {
        "description": "G(psi(2S) --> light hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   light hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S27"
    },
    {
        "description": "G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R1"
    },
    {
        "description": "G(psi(2S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R2"
    },
    {
        "description": "G(psi(2S) --> mu+ mu-)/G(psi(2S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M071R4"
    },
    {
        "description": "G(psi(2S) --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R75"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R10"
    },
    {
        "description": "G(psi(2S) --> e+ e-)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071R72"
    },
    {
        "description": "G(psi(2S) --> mu+ mu-)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071R74"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) neutrals)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ neutrals$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R18"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R12"
    },
    {
        "description": "G(psi(2S) --> e+ e-)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R73"
    },
    {
        "description": "G(psi(2S) --> mu+ mu-)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R63"
    },
    {
        "description": "G(psi(2S) --> tau+ tau-)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R76"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi+ pi-)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071R70"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) neutrals)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ neutrals$)/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R11"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0 pi0)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071R69"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0 pi0)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R14"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R15"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) eta)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071R68"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) eta)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071R71"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R16"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0)/G(psi(2S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)$",
        "pdgId": "M071S25"
    },
    {
        "description": "G(psi(2S) --> J/psi(1S) pi0)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071S26"
    },
    {
        "description": "G(psi(2S) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R20"
    },
    {
        "description": "G(psi(2S) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R36"
    },
    {
        "description": "G(psi(2S) --> rho(770) pi --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R26"
    },
    {
        "description": "G(psi(2S) --> rho(2150) pi --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(2150)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R57"
    },
    {
        "description": "G(psi(2S) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R27"
    },
    {
        "description": "G(psi(2S) --> rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R33"
    },
    {
        "description": "G(psi(2S) --> 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R22"
    },
    {
        "description": "G(psi(2S) --> rho a_2(1320))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit a}_{{{2}}}{(1320)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R65"
    },
    {
        "description": "G(psi(2S) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R32"
    },
    {
        "description": "G(psi(2S) --> 3(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R37"
    },
    {
        "description": "G(psi(2S) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S06"
    },
    {
        "description": "G(psi(2S) --> eta pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S07"
    },
    {
        "description": "G(psi(2S) --> rho eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R94"
    },
    {
        "description": "G(psi(2S) --> eta' pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S08"
    },
    {
        "description": "G(psi(2S) --> eta' rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R93"
    },
    {
        "description": "G(psi(2S) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R92"
    },
    {
        "description": "G(psi(2S) --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R77"
    },
    {
        "description": "G(psi(2S) --> b_1+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R40"
    },
    {
        "description": "G(psi(2S) --> omega f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R64"
    },
    {
        "description": "G(psi(2S) --> b_10 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R21"
    },
    {
        "description": "G(psi(2S) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R95"
    },
    {
        "description": "G(psi(2S) --> omega eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R91"
    },
    {
        "description": "G(psi(2S) --> phi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R96"
    },
    {
        "description": "G(psi(2S) --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R80"
    },
    {
        "description": "G(psi(2S) --> phi f_0(980) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R83"
    },
    {
        "description": "G(psi(2S) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R89"
    },
    {
        "description": "G(psi(2S) --> eta phi(2170)  ,  phi(2170) --> phi f_0(980)  ,  f_0 --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  ,   ${{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P19"
    },
    {
        "description": "G(psi(2S) --> phi eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R90"
    },
    {
        "description": "G(psi(2S) --> phi phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P60"
    },
    {
        "description": "G(psi(2S) --> phi f_1(1285))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P22"
    },
    {
        "description": "G(psi(2S) --> phi eta(1405) --> phi pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P24"
    },
    {
        "description": "G(psi(2S) --> phi f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R67"
    },
    {
        "description": "G(psi(2S) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R23"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R24"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R38"
    },
    {
        "description": "G(psi(2S) --> K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R88"
    },
    {
        "description": "G(psi(2S) --> K0S K0L)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R87"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S10"
    },
    {
        "description": "G(psi(2S) --> omega f_0(1710) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S20"
    },
    {
        "description": "G(psi(2S) --> K*(892)0 K- pi+ pi0 +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{+}$  c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S21"
    },
    {
        "description": "G(psi(2S) --> K*(892)+ K- pi+ pi- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{+}$  c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S22"
    },
    {
        "description": "G(psi(2S) --> K*(892)+ K- rho0 +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{+}$  c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S23"
    },
    {
        "description": "G(psi(2S) --> K*(892)0 K- rho+ +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}{+}$  c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S24"
    },
    {
        "description": "G(psi(2S) --> K0S K0S pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R49"
    },
    {
        "description": "G(psi(2S) --> K+ K- rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S09"
    },
    {
        "description": "G(psi(2S) --> K*(892)0 Kbar_2*(1430)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R66"
    },
    {
        "description": "G(psi(2S) --> K+ K- pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S39"
    },
    {
        "description": "G(psi(2S) --> K+ K- 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R09"
    },
    {
        "description": "G(psi(2S) --> K+ K*(892)- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R39"
    },
    {
        "description": "G(psi(2S) --> 2(K+ K-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S12"
    },
    {
        "description": "G(psi(2S) --> 2(K+ K-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S13"
    },
    {
        "description": "G(psi(2S) --> K+ K- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R81"
    },
    {
        "description": "G(psi(2S) --> K0S K0S phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P53"
    },
    {
        "description": "G(psi(2S) --> K_1(1270)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R41"
    },
    {
        "description": "G(psi(2S) --> K+ Kbar*(892)0 pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R34"
    },
    {
        "description": "G(psi(2S) --> eta K+ K-   ,  no  eta phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$   ,  no   ${{\\mathit \\eta}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S11"
    },
    {
        "description": "G(psi(2S) --> eta K+ K-) * G(psi(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P57"
    },
    {
        "description": "G(psi(2S) --> X(1750) eta --> K+ K- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit X}{(1750)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P28"
    },
    {
        "description": "G(psi(2S) --> K_1(1400)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R45"
    },
    {
        "description": "G(psi(2S) --> K_2*(1430)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S54"
    },
    {
        "description": "G(psi(2S) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R30"
    },
    {
        "description": "G(psi(2S) --> K+ K*(892)- + c.c.)/G(psi(2S) --> K*(892)0 Kbar0 + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.$)/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)$",
        "pdgId": "M071R46"
    },
    {
        "description": "G(psi(2S) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R78"
    },
    {
        "description": "G(psi(2S) --> omega K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P34"
    },
    {
        "description": "G(psi(2S) --> omega K*(892)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S67"
    },
    {
        "description": "G(psi(2S) --> omega K_2*(1430)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S68"
    },
    {
        "description": "G(psi(2S) --> omega Kbar*(892)0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S69"
    },
    {
        "description": "G(psi(2S) --> omega Kbar_2*(1430)0 K0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S70"
    },
    {
        "description": "G(psi(2S) --> omega X(1440) --> omega K0S K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S71"
    },
    {
        "description": "G(psi(2S) --> omega X(1440) --> omega K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S72"
    },
    {
        "description": "G(psi(2S) --> omega f_1(1285) --> omega K0S K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S73"
    },
    {
        "description": "G(psi(2S) --> omega f_1(1285) --> omega K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S74"
    },
    {
        "description": "G(psi(2S) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R25"
    },
    {
        "description": "G(psi(2S) --> p pbar)/G(psi(2S) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M071S40"
    },
    {
        "description": "G(psi(2S) --> n nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P10"
    },
    {
        "description": "G(psi(2S) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R35"
    },
    {
        "description": "G(psi(2S) --> N(940) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(940)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S56"
    },
    {
        "description": "G(psi(2S) --> N(1440) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S50"
    },
    {
        "description": "G(psi(2S) --> N(1520) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S57"
    },
    {
        "description": "G(psi(2S) --> N(1535) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S58"
    },
    {
        "description": "G(psi(2S) --> N(1650) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S59"
    },
    {
        "description": "G(psi(2S) --> N(1720) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S60"
    },
    {
        "description": "G(psi(2S) --> N(2300) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(2300)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S61"
    },
    {
        "description": "G(psi(2S) --> N(2570) pbar + c.c. --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(2570)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S62"
    },
    {
        "description": "G(psi(2S) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R31"
    },
    {
        "description": "G(psi(2S) --> p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S16"
    },
    {
        "description": "G(psi(2S) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R56"
    },
    {
        "description": "G(psi(2S) --> N(1535) pbar + c.c. --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S53"
    },
    {
        "description": "G(psi(2S) --> p pbar pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S15"
    },
    {
        "description": "G(psi(2S) --> p pbar rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S14"
    },
    {
        "description": "G(psi(2S) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R79"
    },
    {
        "description": "G(psi(2S) --> p pbar eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P20"
    },
    {
        "description": "G(psi(2S) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R82"
    },
    {
        "description": "G(psi(2S) --> phi X(1835) --> p pbar phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P21"
    },
    {
        "description": "G(psi(2S) --> p nbar pi- or c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$ or c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R01"
    },
    {
        "description": "G(psi(2S) --> p nbar pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R02"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R28"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R6"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R7"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P52"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar omega(782))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}{(782)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P46"
    },
    {
        "description": "G(psi(2S) --> Lambda(1670) Lambdabar --> Lambda Lambdabar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}{{\\overline{\\mathit \\Lambda}}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P42"
    },
    {
        "description": "G(psi(2S) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S17"
    },
    {
        "description": "G(psi(2S) --> Lambda pbar K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S18"
    },
    {
        "description": "G(psi(2S) --> Lambda pbar K*(892)+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P25"
    },
    {
        "description": "G(psi(2S) --> Lambda pbar K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S19"
    },
    {
        "description": "G(psi(2S) --> Lambdabar n K0S + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit n}}{{\\mathit K}_S^0}$  + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R08"
    },
    {
        "description": "G(psi(2S) --> Delta++ Deltabar--)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit \\Delta}}^{--}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R50"
    },
    {
        "description": "G(psi(2S) --> Lambda Sigmabar+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S65"
    },
    {
        "description": "G(psi(2S) --> Lambda Sigmabar- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S66"
    },
    {
        "description": "G(psi(2S) --> Lambda Sigmabar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P29"
    },
    {
        "description": "G(psi(2S) --> Lambda Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P08"
    },
    {
        "description": "G(psi(2S) --> Sigma0 pbar K+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S63"
    },
    {
        "description": "G(psi(2S) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R47"
    },
    {
        "description": "G(psi(2S) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R51"
    },
    {
        "description": "G(psi(2S) --> Sigma- Sigmabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P41"
    },
    {
        "description": "G(psi(2S) --> Sigma+ Sigmabar- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P45"
    },
    {
        "description": "G(psi(2S) --> Sigma+ Sigmabar- omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P50"
    },
    {
        "description": "G(psi(2S) --> Sigma+ Sigmabar- phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P51"
    },
    {
        "description": "G(psi(2S) --> Sigma(1385)+ Sigmabar(1385)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R52"
    },
    {
        "description": "G(psi(2S) --> Sigma(1385)- Sigmabar(1385)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R00"
    },
    {
        "description": "G(psi(2S) --> Sigma(1385)0 Sigmabar(1385)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P00"
    },
    {
        "description": "G(psi(2S) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R29"
    },
    {
        "description": "G(psi(2S) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R48"
    },
    {
        "description": "G(psi(2S) --> Xi(1530)0 Xibar(1530)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}{(1530)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R53"
    },
    {
        "description": "G(psi(2S) --> Lambda Xibar+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S82"
    },
    {
        "description": "G(psi(2S) --> Xi(1530)- Xibar(1530)+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}{(1530)}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P26"
    },
    {
        "description": "G(psi(2S) --> Xi(1530)- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P27"
    },
    {
        "description": "G(psi(2S) --> Xi(1530)0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P35"
    },
    {
        "description": "G(psi(2S) --> Xi(1690)- Xibar+ --> K- Lambda Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1690)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S83"
    },
    {
        "description": "G(psi(2S) --> Xi(1820)- Xibar+ --> K- Lambda Xibar+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1820)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S84"
    },
    {
        "description": "G(psi(2S) --> Sigma0 Xibar+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S85"
    },
    {
        "description": "G(psi(2S) --> Omega- K+ Xibar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit \\Xi}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P62"
    },
    {
        "description": "G(psi(2S) --> Omega- Omegabar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R54"
    },
    {
        "description": "G(psi(2S) --> eta_c pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R03"
    },
    {
        "description": "G(psi(2S) --> h_c(1P) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S42"
    },
    {
        "description": "G(psi(2S) --> Lambda_c+ pbar e+ e- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P11"
    },
    {
        "description": "G(psi(2S) --> Theta(1540) Thetabar(1540) --> K0S p K- nbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\overline{\\mathit \\Theta}}{(1540)}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S01"
    },
    {
        "description": "G(psi(2S) --> Theta(1540) K- nbar --> K0S p K- nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S02"
    },
    {
        "description": "G(psi(2S) --> Theta(1540) K0S pbar --> K0S pbar K+ n)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S03"
    },
    {
        "description": "G(psi(2S) --> Thetabar(1540) K+ n --> K0S pbar K+ n)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}^{+}}{{\\mathit n}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S04"
    },
    {
        "description": "G(psi(2S) --> Thetabar(1540) K0S p --> K0S p K- nbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}_S^0}$  ${{\\mathit p}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S05"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R55"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R58"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> gamma chi_c1(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})$",
        "pdgId": "M071R97"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R59"
    },
    {
        "description": "[G(psi(2S) --> gamma chi_c0(1P))/G(total)+ G(psi(2S) --> gamma chi_c1(1P))/G(total)+ G(psi(2S) --> gamma chi_c2(1P))/G(total)",
        "description_tex": "$\\lbrack{}\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$+ $\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R19"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c0(1P))/G(psi(2S) --> gamma chi_c2(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})$",
        "pdgId": "M071R99"
    },
    {
        "description": "G(psi(2S) --> gamma chi_c2(1P))/G(psi(2S) --> gamma chi_c1(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})$",
        "pdgId": "M071R98"
    },
    {
        "description": "G(psi(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R60"
    },
    {
        "description": "G(psi(2S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R62"
    },
    {
        "description": "G(psi(2S) --> gamma pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R42"
    },
    {
        "description": "G(psi(2S) --> gamma 2( pi+ pi- ))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S28"
    },
    {
        "description": "G(psi(2S) --> gamma 3( pi+ pi- ))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S36"
    },
    {
        "description": "G(psi(2S) --> gamma eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R44"
    },
    {
        "description": "G(psi(2S) --> gamma f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R84"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(1370) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S75"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(1500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S76"
    },
    {
        "description": "G(psi(2S) --> gamma f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S77"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(1710) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R85"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(1710) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R86"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(2100) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S78"
    },
    {
        "description": "G(psi(2S) --> gamma f_0(2200) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S79"
    },
    {
        "description": "G(psi(2S) --> gamma f_J(2220) --> gamma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S80"
    },
    {
        "description": "G(psi(2S) --> gamma f_J(2220) --> gamma K Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S81"
    },
    {
        "description": "G(psi(2S) --> gamma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R43"
    },
    {
        "description": "G(psi(2S) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R04"
    },
    {
        "description": "G(psi(2S) --> gamma eta(1405) --> gamma K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R61"
    },
    {
        "description": "G(psi(2S) --> gamma eta(1405) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R05"
    },
    {
        "description": "G(psi(2S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P09"
    },
    {
        "description": "G(psi(2S) --> gamma eta(1475) --> gamma K Kbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R06"
    },
    {
        "description": "G(psi(2S) --> gamma eta(1475) --> gamma eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071R07"
    },
    {
        "description": "G(psi(2S) --> gamma K*0 K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S29"
    },
    {
        "description": "G(psi(2S) --> gamma K*0 Kbar*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S30"
    },
    {
        "description": "G(psi(2S) --> gamma K0S K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S31"
    },
    {
        "description": "G(psi(2S) --> gamma K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S32"
    },
    {
        "description": "G(psi(2S) --> gamma K+ K- 2( pi+ pi- ))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S35"
    },
    {
        "description": "G(psi(2S) --> gamma 2(K+ K-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S37"
    },
    {
        "description": "G(psi(2S) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S33"
    },
    {
        "description": "G(psi(2S) --> gamma f_2(1950) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S46"
    },
    {
        "description": "G(psi(2S) --> gamma f_2(2150) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2150)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S47"
    },
    {
        "description": "G(psi(2S) --> gamma X(1835) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S48"
    },
    {
        "description": "G(psi(2S) --> gamma X --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S49"
    },
    {
        "description": "G(psi(2S) --> gamma p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S34"
    },
    {
        "description": "G(psi(2S) --> gamma gamma J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071S55"
    },
    {
        "description": "G(psi(2S) --> e+ e- eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P12"
    },
    {
        "description": "G(psi(2S) --> e+ e- eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P44"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P01"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c0(1P))/G(psi(2S) --> gamma chi_c0(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})$",
        "pdgId": "M071P04"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P02"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c1(1P))/G(psi(2S) --> gamma chi_c1(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})$",
        "pdgId": "M071P05"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P03"
    },
    {
        "description": "G(psi(2S) --> e+ e- chi_c2(1P))/G(psi(2S) --> gamma chi_c2(1P))",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})$",
        "pdgId": "M071P06"
    },
    {
        "description": "G(psi(2S) --> D0 e+ e- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P07"
    },
    {
        "description": "G(psi(2S) --> Lambda_c+ Sigmabar- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M071P43"
    },
    {
        "description": "G(psi(2S) --> invisible)/G(psi(2S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   invisible$)/\\Gamma({{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M071S64"
    },
    {
        "description": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS psi(2S) --> gamma chi_cJ(1P) and chi_cJ() --> gamma J/psi(1S)",
        "description_tex": "MULTIPOLE AMPLITUDE RATIOS IN RADIATIVE DECAYS ${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{cJ}}}{(1P)}}$ and ${{\\mathit \\chi}_{{{cJ}}}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M071250"
    },
    {
        "description": "a(2)(chi_c1)/a(2)(chi_c2) Magnetic quadrupole transition amplitude ratio",
        "description_tex": "$\\mathit a_{2}({{\\mathit \\chi}_{{{c1}}}})/\\mathit a_{2}({{\\mathit \\chi}_{{{c2}}}}$) Magnetic quadrupole transition amplitude ratio",
        "pdgId": "M071QAR"
    },
    {
        "description": "b(2)(chi_c2)/b(2)(chi_c1) Magnetic quadrupole transition amplitude ratio",
        "description_tex": "$\\mathit b_{2}({{\\mathit \\chi}_{{{c2}}}})/\\mathit b_{2}({{\\mathit \\chi}_{{{c1}}}}$) Magnetic quadrupole transition amplitude ratio",
        "pdgId": "M071QBR"
    },
    {
        "description": "psi(2S) --> hadrons",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M071.3"
    },
    {
        "description": "psi(2S) --> virtual gamma --> hadrons",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   virtual  ${{\\mathit \\gamma}}$  $\\rightarrow$   hadrons",
        "pdgId": "M071.4"
    },
    {
        "description": "psi(2S) --> g g g",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M071.255"
    },
    {
        "description": "psi(2S) --> gamma g g",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M071.256"
    },
    {
        "description": "psi(2S) --> light hadrons",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   light hadrons",
        "pdgId": "M071.226"
    },
    {
        "description": "psi(2S) --> K0S anything",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  anything",
        "pdgId": "M071.325"
    },
    {
        "description": "psi(2S) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M071.1"
    },
    {
        "description": "psi(2S) --> mu+ mu-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M071.2"
    },
    {
        "description": "psi(2S) --> tau+ tau-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M071.68"
    },
    {
        "description": "psi(2S) --> J/psi(1S) anything",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything",
        "pdgId": "M071.11"
    },
    {
        "description": "psi(2S) --> J/psi(1S) neutrals",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ neutrals",
        "pdgId": "M071.12"
    },
    {
        "description": "psi(2S) --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.13"
    },
    {
        "description": "psi(2S) --> J/psi(1S) pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.14"
    },
    {
        "description": "psi(2S) --> J/psi(1S) eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M071.15"
    },
    {
        "description": "psi(2S) --> J/psi(1S) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.18"
    },
    {
        "description": "psi(2S) --> pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.21"
    },
    {
        "description": "psi(2S) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.36"
    },
    {
        "description": "psi(2S) --> rho(770) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.22"
    },
    {
        "description": "psi(2S) --> rho(2150) pi --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(2150)}}{{\\mathit \\pi}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.201"
    },
    {
        "description": "psi(2S) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.24"
    },
    {
        "description": "psi(2S) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.33"
    },
    {
        "description": "psi(2S) --> 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.25"
    },
    {
        "description": "psi(2S) --> rho a_2(1320)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit a}_{{{2}}}{(1320)}}$",
        "pdgId": "M071.65"
    },
    {
        "description": "psi(2S) --> pi+ pi- pi0 pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.312"
    },
    {
        "description": "psi(2S) --> rho+- pi-+ pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.315"
    },
    {
        "description": "psi(2S) --> pi+ pi- 4 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$4  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.332"
    },
    {
        "description": "psi(2S) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.32"
    },
    {
        "description": "psi(2S) --> 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M071.221"
    },
    {
        "description": "psi(2S) --> 3(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.37"
    },
    {
        "description": "psi(2S) --> 2(pi+ pi-) 3pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 3 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.329"
    },
    {
        "description": "psi(2S) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.202"
    },
    {
        "description": "psi(2S) --> eta pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.203"
    },
    {
        "description": "psi(2S) --> eta 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.251"
    },
    {
        "description": "psi(2S) --> eta pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.313"
    },
    {
        "description": "psi(2S) --> eta pi+ pi- 3 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$3  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.334"
    },
    {
        "description": "psi(2S) --> eta 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M071.328"
    },
    {
        "description": "psi(2S) --> rho eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}}$",
        "pdgId": "M071.94"
    },
    {
        "description": "psi(2S) --> eta^'() pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.204"
    },
    {
        "description": "psi(2S) --> eta^' rho",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}{{\\mathit \\rho}}$",
        "pdgId": "M071.93"
    },
    {
        "description": "psi(2S) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.92"
    },
    {
        "description": "psi(2S) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.75"
    },
    {
        "description": "psi(2S) --> omega pi+ pi- 2pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.327"
    },
    {
        "description": "psi(2S) --> b_1()+- pi-+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M071.40"
    },
    {
        "description": "psi(2S) --> omega f_2(1270)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M071.64"
    },
    {
        "description": "psi(2S) --> omega pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.314"
    },
    {
        "description": "psi(2S) --> omega 3 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$3  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.333"
    },
    {
        "description": "psi(2S) --> b_1()0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.193"
    },
    {
        "description": "psi(2S) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M071.95"
    },
    {
        "description": "psi(2S) --> omega eta^'",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M071.91"
    },
    {
        "description": "psi(2S) --> phi pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.96"
    },
    {
        "description": "psi(2S) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.78"
    },
    {
        "description": "psi(2S) --> phi f_0(980) --> pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.81"
    },
    {
        "description": "psi(2S) --> phi eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M071.89"
    },
    {
        "description": "psi(2S) --> eta phi(2170) , phi(2170) --> phi f_0(980) , f_0() --> pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\phi}{(2170)}}$  ,   ${{\\mathit \\phi}{(2170)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.316"
    },
    {
        "description": "psi(2S) --> phi eta^'",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M071.90"
    },
    {
        "description": "psi(2S) --> phi phi phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M071.354"
    },
    {
        "description": "psi(2S) --> phi f_1(1285)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{1}}}{(1285)}}$",
        "pdgId": "M071.319"
    },
    {
        "description": "psi(2S) --> phi eta(1405) --> phi pi+ pi- eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M071.320"
    },
    {
        "description": "psi(2S) --> phi f_2^'(1525)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M071.67"
    },
    {
        "description": "psi(2S) --> K+ K-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M071.23"
    },
    {
        "description": "psi(2S) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.26"
    },
    {
        "description": "psi(2S) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.38"
    },
    {
        "description": "psi(2S) --> K0S K0S",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M071.86"
    },
    {
        "description": "psi(2S) --> K0S K0L",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$",
        "pdgId": "M071.85"
    },
    {
        "description": "psi(2S) --> K0S K0L pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.303"
    },
    {
        "description": "psi(2S) --> K+ K- pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.298"
    },
    {
        "description": "psi(2S) --> K+ K- pi0 pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.341"
    },
    {
        "description": "psi(2S) --> K0S K+- pi-+ pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.342"
    },
    {
        "description": "psi(2S) --> K0S K+- pi-+ pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.343"
    },
    {
        "description": "psi(2S) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.206"
    },
    {
        "description": "psi(2S) --> omega f_0(1710) --> omega K+ K-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M071.216"
    },
    {
        "description": "psi(2S) --> K^*(892)0 K- pi+ pi0 +c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}{+}$  c.c.",
        "pdgId": "M071.217"
    },
    {
        "description": "psi(2S) --> K^*(892)+ K- pi+ pi- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{+}$  c.c.",
        "pdgId": "M071.218"
    },
    {
        "description": "psi(2S) --> K^*(892)+ K- rho0 +c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{+}$  c.c.",
        "pdgId": "M071.219"
    },
    {
        "description": "psi(2S) --> K^*(892)0 K- rho+ +c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}{+}$  c.c.",
        "pdgId": "M071.220"
    },
    {
        "description": "psi(2S) --> K0S K0S pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.225"
    },
    {
        "description": "psi(2S) --> K0S K0L pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.304"
    },
    {
        "description": "psi(2S) --> K0S K^*(892)0 pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.348"
    },
    {
        "description": "psi(2S) --> K0S K+- rho(770)-+ pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\rho}{(770)}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.352"
    },
    {
        "description": "psi(2S) --> K0S K+- pi-+ rho(770)0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\rho}{(770)}^{0}}$",
        "pdgId": "M071.353"
    },
    {
        "description": "psi(2S) --> K-+ K^*(892)+- pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{\\mp}}{{\\mathit K}^{*}{(892)}^{\\pm}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.349"
    },
    {
        "description": "psi(2S) --> K^*(892)+ K^*(892)- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{*}{(892)}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.350"
    },
    {
        "description": "psi(2S) --> K0S K0L eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$  ${{\\mathit \\eta}}$",
        "pdgId": "M071.305"
    },
    {
        "description": "psi(2S) --> K+ K- rho0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M071.205"
    },
    {
        "description": "psi(2S) --> K^*(892)0 Kbar_2^*(1430)0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$",
        "pdgId": "M071.66"
    },
    {
        "description": "psi(2S) --> K+ K- pi+ pi- eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M071.252"
    },
    {
        "description": "psi(2S) --> K+ K- 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.222"
    },
    {
        "description": "psi(2S) --> K+ K- 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.240"
    },
    {
        "description": "psi(2S) --> K+ K^*(892)- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{*}{(892)}^{-}}$ + c.c.",
        "pdgId": "M071.39"
    },
    {
        "description": "psi(2S) --> 2(K+ K-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M071.208"
    },
    {
        "description": "psi(2S) --> 2(K+ K-) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.209"
    },
    {
        "description": "psi(2S) --> K+ K- phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "M071.79"
    },
    {
        "description": "psi(2S) --> K0S K0S phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$  ${{\\mathit \\phi}}$",
        "pdgId": "M071.347"
    },
    {
        "description": "psi(2S) --> K_1(1270)+- K-+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M071.41"
    },
    {
        "description": "psi(2S) --> K+ Kbar^*(892)0 pi- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M071.34"
    },
    {
        "description": "psi(2S) --> eta K+ K-  , no  eta phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$   ,  no   ${{\\mathit \\eta}}{{\\mathit \\phi}}$",
        "pdgId": "M071.207"
    },
    {
        "description": "psi(2S) --> eta K+ K-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M071.351"
    },
    {
        "description": "psi(2S) --> X(1750) eta --> K+ K- eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit X}{(1750)}}{{\\mathit \\eta}}$  $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M071.324"
    },
    {
        "description": "psi(2S) --> K_1(1400)+- K-+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M071.42"
    },
    {
        "description": "psi(2S) --> K_2^*(1430)+- K-+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{2}}}^{*}{(1430)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M071.265"
    },
    {
        "description": "psi(2S) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M071.194"
    },
    {
        "description": "psi(2S) --> omega K+ K-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M071.76"
    },
    {
        "description": "psi(2S) --> omega K0S K0S",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M071.330"
    },
    {
        "description": "psi(2S) --> omega K^*(892)+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M071.276"
    },
    {
        "description": "psi(2S) --> omega K_2^*(1430)+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_{{{2}}}^{*}{(1430)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M071.277"
    },
    {
        "description": "psi(2S) --> omega Kbar^*(892)0 K0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\overline{\\mathit K}}^{*}{(892)}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "M071.278"
    },
    {
        "description": "psi(2S) --> omega Kbar_2^*(1430)0 K0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}{{\\mathit K}^{0}}$",
        "pdgId": "M071.279"
    },
    {
        "description": "psi(2S) --> omega X(1440) --> omega K0S K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M071.282"
    },
    {
        "description": "psi(2S) --> omega X(1440) --> omega K+ K- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.283"
    },
    {
        "description": "psi(2S) --> omega f_1(1285) --> omega K0S K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M071.284"
    },
    {
        "description": "psi(2S) --> omega f_1(1285) --> omega K+ K- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{1}}}{(1285)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.285"
    },
    {
        "description": "psi(2S) --> p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.27"
    },
    {
        "description": "psi(2S) --> n nbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M071.309"
    },
    {
        "description": "psi(2S) --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.35"
    },
    {
        "description": "psi(2S) --> N(940) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(940)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.267"
    },
    {
        "description": "psi(2S) --> N(1440) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.261"
    },
    {
        "description": "psi(2S) --> N(1520) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.268"
    },
    {
        "description": "psi(2S) --> N(1535) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.269"
    },
    {
        "description": "psi(2S) --> N(1650) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.270"
    },
    {
        "description": "psi(2S) --> N(1720) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.271"
    },
    {
        "description": "psi(2S) --> N(2300) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(2300)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.272"
    },
    {
        "description": "psi(2S) --> N(2570) pbar + c.c. --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(2570)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.273"
    },
    {
        "description": "psi(2S) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.31"
    },
    {
        "description": "psi(2S) --> p pbar K+ K-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M071.212"
    },
    {
        "description": "psi(2S) --> p pbar eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M071.200"
    },
    {
        "description": "psi(2S) --> N(1535) pbar + c.c. --> p pbar eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\overline{\\mathit p}}}$ + c.c. $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M071.264"
    },
    {
        "description": "psi(2S) --> p pbar pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.211"
    },
    {
        "description": "psi(2S) --> p pbar rho0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M071.210"
    },
    {
        "description": "psi(2S) --> p pbar omega",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M071.77"
    },
    {
        "description": "psi(2S) --> p pbar eta^'",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M071.317"
    },
    {
        "description": "psi(2S) --> p pbar phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M071.80"
    },
    {
        "description": "psi(2S) --> phi X(1835) --> p pbar phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\phi}}$",
        "pdgId": "M071.318"
    },
    {
        "description": "psi(2S) --> p nbar pi- or c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$ or c.c.",
        "pdgId": "M071.227"
    },
    {
        "description": "psi(2S) --> p nbar pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.228"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M071.28"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.238"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M071.239"
    },
    {
        "description": "psi(2S) --> Lambda(1670) Lambdabar --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}{{\\overline{\\mathit \\Lambda}}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M071.336"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar eta^'",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M071.346"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar omega(782)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\omega}{(782)}}$",
        "pdgId": "M071.340"
    },
    {
        "description": "psi(2S) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.213"
    },
    {
        "description": "psi(2S) --> Lambda pbar K+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$",
        "pdgId": "M071.214"
    },
    {
        "description": "psi(2S) --> Lambda pbar K^*(892)+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{*}{(892)}^{+}}$ + c.c.",
        "pdgId": "M071.321"
    },
    {
        "description": "psi(2S) --> Lambda pbar K+ pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.215"
    },
    {
        "description": "psi(2S) --> Lambdabar n K0S + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit n}}{{\\mathit K}_S^0}$  + c.c.",
        "pdgId": "M071.237"
    },
    {
        "description": "psi(2S) --> Delta++ Deltabar--",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Delta}^{++}}{{\\overline{\\mathit \\Delta}}^{--}}$",
        "pdgId": "M071.70"
    },
    {
        "description": "psi(2S) --> Lambda Sigmabar+ pi- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M071.280"
    },
    {
        "description": "psi(2S) --> Lambda Sigmabar- pi+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M071.281"
    },
    {
        "description": "psi(2S) --> Lambda Sigmabar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{0}}$ + c.c.",
        "pdgId": "M071.326"
    },
    {
        "description": "psi(2S) --> Lambda Sigmabar0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M071.307"
    },
    {
        "description": "psi(2S) --> Sigma0 pbar K+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M071.274"
    },
    {
        "description": "psi(2S) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M071.223"
    },
    {
        "description": "psi(2S) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M071.71"
    },
    {
        "description": "psi(2S) --> Sigma- Sigmabar+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\overline{\\mathit \\Sigma}}^{+}}$",
        "pdgId": "M071.335"
    },
    {
        "description": "psi(2S) --> Sigma+ Sigmabar- eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M071.339"
    },
    {
        "description": "psi(2S) --> Sigma+ Sigmabar- omega",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\omega}}$",
        "pdgId": "M071.344"
    },
    {
        "description": "psi(2S) --> Sigma+ Sigmabar- phi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}{{\\mathit \\phi}}$",
        "pdgId": "M071.345"
    },
    {
        "description": "psi(2S) --> Sigma(1385)+ Sigmabar(1385)-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{+}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{-}}$",
        "pdgId": "M071.72"
    },
    {
        "description": "psi(2S) --> Sigma(1385)- Sigmabar(1385)+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{-}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{+}}$",
        "pdgId": "M071.297"
    },
    {
        "description": "psi(2S) --> Sigma(1385)0 Sigmabar(1385)0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}^{0}}{{\\overline{\\mathit \\Sigma}}{(1385)}^{0}}$",
        "pdgId": "M071.299"
    },
    {
        "description": "psi(2S) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M071.29"
    },
    {
        "description": "psi(2S) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M071.224"
    },
    {
        "description": "psi(2S) --> Xi(1530)0 Xibar(1530)0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}{(1530)}^{0}}$",
        "pdgId": "M071.73"
    },
    {
        "description": "psi(2S) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M071.293"
    },
    {
        "description": "psi(2S) --> Xi(1690)- Xibar+ --> K- Lambda Xibar+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1690)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M071.294"
    },
    {
        "description": "psi(2S) --> Xi(1820)- Xibar+ --> K- Lambda Xibar+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1820)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}$ + c.c.",
        "pdgId": "M071.295"
    },
    {
        "description": "psi(2S) --> Xi(1530)- Xibar(1530)+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}{(1530)}^{+}}$",
        "pdgId": "M071.322"
    },
    {
        "description": "psi(2S) --> Xi(1530)- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M071.323"
    },
    {
        "description": "psi(2S) --> Xi(1530)0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Xi}{(1530)}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M071.331"
    },
    {
        "description": "psi(2S) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M071.296"
    },
    {
        "description": "psi(2S) --> Omega- K+ Xibar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\mathit K}^{+}}{{\\overline{\\mathit \\Xi}}^{0}}$ + c.c.",
        "pdgId": "M071.355"
    },
    {
        "description": "psi(2S) --> Omega- Omegabar+",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Omega}^{-}}{{\\overline{\\mathit \\Omega}}^{+}}$",
        "pdgId": "M071.74"
    },
    {
        "description": "psi(2S) --> eta_c() pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.229"
    },
    {
        "description": "psi(2S) --> h_c(1P) pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.254"
    },
    {
        "description": "psi(2S) --> Lambda_c()+ pbar e+ e- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit p}}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.",
        "pdgId": "M071.310"
    },
    {
        "description": "psi(2S) --> Theta(1540) Thetabar(1540) --> K0S p K- nbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\overline{\\mathit \\Theta}}{(1540)}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$ + c.c.",
        "pdgId": "M071.195"
    },
    {
        "description": "psi(2S) --> Theta(1540) K- nbar --> K0S p K- nbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M071.196"
    },
    {
        "description": "psi(2S) --> Theta(1540) K0S pbar --> K0S pbar K+ n",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Theta}{(1540)}}{{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}}$",
        "pdgId": "M071.197"
    },
    {
        "description": "psi(2S) --> Thetabar(1540) K+ n --> K0S pbar K+ n",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}^{+}}{{\\mathit n}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit n}}$",
        "pdgId": "M071.198"
    },
    {
        "description": "psi(2S) --> Thetabar(1540) K0S p --> K0S p K- nbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Theta}}{(1540)}}{{\\mathit K}_S^0}$  ${{\\mathit p}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit n}}}$",
        "pdgId": "M071.199"
    },
    {
        "description": "psi(2S) --> gamma chi_c0(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(1P)}}$",
        "pdgId": "M071.56"
    },
    {
        "description": "psi(2S) --> gamma chi_c1(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "M071.58"
    },
    {
        "description": "psi(2S) --> gamma chi_c2(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}{(1P)}}$",
        "pdgId": "M071.59"
    },
    {
        "description": "psi(2S) --> gamma eta_c(1S)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M071.61"
    },
    {
        "description": "psi(2S) --> gamma eta_c(2S)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M071.63"
    },
    {
        "description": "psi(2S) --> gamma pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.52"
    },
    {
        "description": "psi(2S) --> gamma 2( pi+ pi- )",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.241"
    },
    {
        "description": "psi(2S) --> gamma 3( pi+ pi- )",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.249"
    },
    {
        "description": "psi(2S) --> gamma eta^'(958)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M071.54"
    },
    {
        "description": "psi(2S) --> gamma f_2(1270)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M071.82"
    },
    {
        "description": "psi(2S) --> gamma f_0(1370) --> gamma K Kbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1370)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M071.286"
    },
    {
        "description": "psi(2S) --> gamma f_0(1500)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "M071.287"
    },
    {
        "description": "psi(2S) --> gamma f_2^'(1525)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M071.288"
    },
    {
        "description": "psi(2S) --> gamma f_0(1710)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M071.236"
    },
    {
        "description": "psi(2S) --> gamma f_0(1710) --> gamma pi pi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M071.83"
    },
    {
        "description": "psi(2S) --> gamma f_0(1710) --> gamma K Kbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M071.84"
    },
    {
        "description": "psi(2S) --> gamma f_0(2100) --> gamma pi pi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M071.289"
    },
    {
        "description": "psi(2S) --> gamma f_0(2200) --> gamma K Kbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M071.290"
    },
    {
        "description": "psi(2S) --> gamma f_J(2220) --> gamma pi pi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M071.291"
    },
    {
        "description": "psi(2S) --> gamma f_J(2220) --> gamma K Kbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M071.292"
    },
    {
        "description": "psi(2S) --> gamma eta",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}$",
        "pdgId": "M071.53"
    },
    {
        "description": "psi(2S) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.230"
    },
    {
        "description": "psi(2S) --> gamma eta(1405)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$",
        "pdgId": "M071.231"
    },
    {
        "description": "psi(2S) --> gamma eta(1405) --> gamma K Kbar pi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M071.62"
    },
    {
        "description": "psi(2S) --> gamma eta(1405) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.232"
    },
    {
        "description": "psi(2S) --> gamma eta(1405) --> gamma f_0(980) pi0 --> gamma pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M071.308"
    },
    {
        "description": "psi(2S) --> gamma eta(1475)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$",
        "pdgId": "M071.233"
    },
    {
        "description": "psi(2S) --> gamma eta(1475) --> gamma K Kbar pi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M071.234"
    },
    {
        "description": "psi(2S) --> gamma eta(1475) --> gamma eta pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1475)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.235"
    },
    {
        "description": "psi(2S) --> gamma K^*()0 K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*0}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M071.242"
    },
    {
        "description": "psi(2S) --> gamma K^*()0 Kbar^*()0",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{*0}}{{\\overline{\\mathit K}}^{*0}}$",
        "pdgId": "M071.243"
    },
    {
        "description": "psi(2S) --> gamma K0S K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M071.244"
    },
    {
        "description": "psi(2S) --> gamma K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.245"
    },
    {
        "description": "psi(2S) --> gamma K+ K- 2( pi+ pi- )",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M071.248"
    },
    {
        "description": "psi(2S) --> gamma 2(K+ K-)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M071.250"
    },
    {
        "description": "psi(2S) --> gamma p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.246"
    },
    {
        "description": "psi(2S) --> gamma f_2(1950) --> gamma p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.257"
    },
    {
        "description": "psi(2S) --> gamma f_2(2150) --> gamma p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(2150)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.258"
    },
    {
        "description": "psi(2S) --> gamma X(1835) --> gamma p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(1835)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.259"
    },
    {
        "description": "psi(2S) --> gamma X --> gamma p pbar",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M071.260"
    },
    {
        "description": "psi(2S) --> gamma p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M071.247"
    },
    {
        "description": "psi(2S) --> gamma gamma",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M071.51"
    },
    {
        "description": "psi(2S) --> gamma gamma J/psi",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}}$",
        "pdgId": "M071.266"
    },
    {
        "description": "psi(2S) --> e+ e- eta^'",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M071.311"
    },
    {
        "description": "psi(2S) --> e+ e- eta_c(1S)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M071.338"
    },
    {
        "description": "psi(2S) --> e+ e- chi_c0(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c0}}}{(1P)}}$",
        "pdgId": "M071.300"
    },
    {
        "description": "psi(2S) --> e+ e- chi_c1(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "M071.301"
    },
    {
        "description": "psi(2S) --> e+ e- chi_c2(1P)",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\chi}_{{{c2}}}{(1P)}}$",
        "pdgId": "M071.302"
    },
    {
        "description": "psi(2S) --> D0 e+ e- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$ + c.c.",
        "pdgId": "M071.306"
    },
    {
        "description": "psi(2S) --> Lambda_c()+ Sigmabar- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$ + c.c.",
        "pdgId": "M071.337"
    },
    {
        "description": "psi(2S) --> invisible",
        "description_tex": "${{\\mathit \\psi}{(2S)}}$   $\\rightarrow$   invisible",
        "pdgId": "M071.275"
    },
    {
        "description": "psi(3770)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$",
        "pdgId": "M053"
    },
    {
        "description": "psi(3770) MASS",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$ MASS ",
        "pdgId": "M053M"
    },
    {
        "description": "mass(psi(3770))-mass(psi(2S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\psi}{(3770)}}}-{\\mathit m}_{{{\\mathit \\psi}{(2S)}}}$",
        "pdgId": "M053DM"
    },
    {
        "description": "psi(3770) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$ WIDTH",
        "pdgId": "M053W"
    },
    {
        "description": "G(psi(3770) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M053W1"
    },
    {
        "description": "G(psi(3770) --> Sigma+ Sigmabar-) * G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P03"
    },
    {
        "description": "G(psi(3770) --> Xi0 Xibar0) * G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P06"
    },
    {
        "description": "G(psi(3770) --> Xi- Xibar+) * G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P01"
    },
    {
        "description": "G(psi(3770) --> Lambda Xibar+ K- + c.c.) * G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P04"
    },
    {
        "description": "G(psi(3770) --> Sigma0 Xibar+ K- + c.c.) * G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P05"
    },
    {
        "description": "G(psi(3770) --> D Dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R1"
    },
    {
        "description": "G(psi(3770) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R46"
    },
    {
        "description": "G(psi(3770) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R47"
    },
    {
        "description": "G(psi(3770) --> D0 Dbar0)/G(psi(3770) --> D+ D-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})$",
        "pdgId": "M053R5"
    },
    {
        "description": "G(psi(3770) --> J/psi X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053P00"
    },
    {
        "description": "G(psi(3770) --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R4"
    },
    {
        "description": "G(psi(3770) --> J/psi pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R7"
    },
    {
        "description": "G(psi(3770) --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R8"
    },
    {
        "description": "G(psi(3770) --> J/psi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R9"
    },
    {
        "description": "G(psi(3770) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R2"
    },
    {
        "description": "G(psi(3770) --> b_1(1235) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R82"
    },
    {
        "description": "G(psi(3770) --> phi eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R83"
    },
    {
        "description": "G(psi(3770) --> omega eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R84"
    },
    {
        "description": "G(psi(3770) --> rho0 eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R85"
    },
    {
        "description": "G(psi(3770) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R6"
    },
    {
        "description": "G(psi(3770) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R86"
    },
    {
        "description": "G(psi(3770) --> rho0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R87"
    },
    {
        "description": "G(psi(3770) --> phi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R11"
    },
    {
        "description": "G(psi(3770) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R88"
    },
    {
        "description": "G(psi(3770) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R89"
    },
    {
        "description": "G(psi(3770) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R90"
    },
    {
        "description": "G(psi(3770) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R00"
    },
    {
        "description": "G(psi(3770) --> K*(892)+ K- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R91"
    },
    {
        "description": "G(psi(3770) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R92"
    },
    {
        "description": "G(psi(3770) --> K0S K0L)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R3"
    },
    {
        "description": "G(psi(3770) --> 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R21"
    },
    {
        "description": "G(psi(3770) --> 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R22"
    },
    {
        "description": "G(psi(3770) --> 2(pi+ pi- pi0))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R72"
    },
    {
        "description": "G(psi(3770) --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R24"
    },
    {
        "description": "G(psi(3770) --> 3(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R07"
    },
    {
        "description": "G(psi(3770) --> 3(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R10"
    },
    {
        "description": "G(psi(3770) --> 3(pi+ pi-) 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R74"
    },
    {
        "description": "G(psi(3770) --> eta pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R23"
    },
    {
        "description": "G(psi(3770) --> pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R70"
    },
    {
        "description": "G(psi(3770) --> rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R53"
    },
    {
        "description": "G(psi(3770) --> eta 3pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$3 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R25"
    },
    {
        "description": "G(psi(3770) --> eta 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R08"
    },
    {
        "description": "G(psi(3770) --> eta rho0 pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R77"
    },
    {
        "description": "G(psi(3770) --> eta' 3pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$3 ${{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R26"
    },
    {
        "description": "G(psi(3770) --> K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R27"
    },
    {
        "description": "G(psi(3770) --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R28"
    },
    {
        "description": "G(psi(3770) --> K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R71"
    },
    {
        "description": "G(psi(3770) --> 4(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R50"
    },
    {
        "description": "G(psi(3770) --> 4(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R52"
    },
    {
        "description": "G(psi(3770) --> phi f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R29"
    },
    {
        "description": "G(psi(3770) --> K+ K- pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R30"
    },
    {
        "description": "G(psi(3770) --> K+ K- rho0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R58"
    },
    {
        "description": "G(psi(3770) --> K+ K- rho+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R59"
    },
    {
        "description": "G(psi(3770) --> omega K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R32"
    },
    {
        "description": "G(psi(3770) --> phi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R60"
    },
    {
        "description": "G(psi(3770) --> K*0 K- pi+ pi0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R61"
    },
    {
        "description": "G(psi(3770) --> K*+ K- pi+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R62"
    },
    {
        "description": "G(psi(3770) --> K+ K- pi+ pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R73"
    },
    {
        "description": "G(psi(3770) --> K+ K- 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R57"
    },
    {
        "description": "G(psi(3770) --> K+ K- 2(pi+ pi-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R51"
    },
    {
        "description": "G(psi(3770) --> eta K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R31"
    },
    {
        "description": "G(psi(3770) --> eta K+ K- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R78"
    },
    {
        "description": "G(psi(3770) --> rho0 K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R54"
    },
    {
        "description": "G(psi(3770) --> 2(K+ K-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R33"
    },
    {
        "description": "G(psi(3770) --> phi K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R34"
    },
    {
        "description": "G(psi(3770) --> 2(K+ K-) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R35"
    },
    {
        "description": "G(psi(3770) --> 2(K+ K-) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R48"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R64"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R65"
    },
    {
        "description": "G(psi(3770) --> K0S K- rho+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R15"
    },
    {
        "description": "G(psi(3770) --> K0S K- 2pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R66"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+ rho0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R16"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R17"
    },
    {
        "description": "G(psi(3770) --> K0S K- 2pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R67"
    },
    {
        "description": "G(psi(3770) --> K0S K- 2pi+ pi- eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R18"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+ 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R68"
    },
    {
        "description": "G(psi(3770) --> K0S K- pi+ 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R69"
    },
    {
        "description": "G(psi(3770) --> K0S K- K+ K- pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R19"
    },
    {
        "description": "G(psi(3770) --> K0S K- K+ K- pi+ pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R75"
    },
    {
        "description": "G(psi(3770) --> K0S K- K+ K- pi+ eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R76"
    },
    {
        "description": "G(psi(3770) --> K*0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R55"
    },
    {
        "description": "G(psi(3770) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R98"
    },
    {
        "description": "G(psi(3770) --> p pbar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R09"
    },
    {
        "description": "G(psi(3770) --> p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R36"
    },
    {
        "description": "G(psi(3770) --> Lambda Lambdabar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R42"
    },
    {
        "description": "G(psi(3770) --> p pbar pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R37"
    },
    {
        "description": "G(psi(3770) --> omega p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R39"
    },
    {
        "description": "G(psi(3770) --> Lambda Lambdabar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R63"
    },
    {
        "description": "G(psi(3770) --> p pbar 2(pi+ pi-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R49"
    },
    {
        "description": "G(psi(3770) --> eta p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R38"
    },
    {
        "description": "G(psi(3770) --> eta p pbar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R79"
    },
    {
        "description": "G(psi(3770) --> rho0 p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R56"
    },
    {
        "description": "G(psi(3770) --> p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R40"
    },
    {
        "description": "G(psi(3770) --> eta p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R80"
    },
    {
        "description": "G(psi(3770) --> pi0 p pbar K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R81"
    },
    {
        "description": "G(psi(3770) --> phi p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R41"
    },
    {
        "description": "G(psi(3770) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R43"
    },
    {
        "description": "G(psi(3770) --> Lambda pbar K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R44"
    },
    {
        "description": "G(psi(3770) --> Lambda pbar K+ pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R45"
    },
    {
        "description": "G(psi(3770) --> Lambda Lambdabar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R93"
    },
    {
        "description": "G(psi(3770) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R94"
    },
    {
        "description": "G(psi(3770) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R95"
    },
    {
        "description": "G(psi(3770) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R97"
    },
    {
        "description": "G(psi(3770) --> Xi- Xibar+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R96"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R03"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R02"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c1)/G(psi(3770) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M053R04"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R01"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c0)/G(psi(3770) --> gamma chi_c2)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}})$",
        "pdgId": "M053R06"
    },
    {
        "description": "G(psi(3770) --> gamma chi_c0)/G(psi(3770) --> gamma chi_c1)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})$",
        "pdgId": "M053R05"
    },
    {
        "description": "G(psi(3770) --> gamma eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R99"
    },
    {
        "description": "G(psi(3770) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R20"
    },
    {
        "description": "G(psi(3770) --> gamma eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R14"
    },
    {
        "description": "G(psi(3770) --> gamma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R13"
    },
    {
        "description": "G(psi(3770) --> gamma pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M053R12"
    },
    {
        "description": "psi(3770) --> D Dbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M053.2"
    },
    {
        "description": "psi(3770) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M053.5"
    },
    {
        "description": "psi(3770) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M053.6"
    },
    {
        "description": "psi(3770) --> J/psi X",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit X}}$",
        "pdgId": "M053.235"
    },
    {
        "description": "psi(3770) --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.4"
    },
    {
        "description": "psi(3770) --> J/psi pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.46"
    },
    {
        "description": "psi(3770) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M053.47"
    },
    {
        "description": "psi(3770) --> J/psi pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.48"
    },
    {
        "description": "psi(3770) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M053.1"
    },
    {
        "description": "psi(3770) --> b_1(1235) pi",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}}{{\\mathit \\pi}}$",
        "pdgId": "M053.20"
    },
    {
        "description": "psi(3770) --> phi eta^'",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M053.17"
    },
    {
        "description": "psi(3770) --> omega eta^'",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M053.16"
    },
    {
        "description": "psi(3770) --> rho0 eta^'",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M053.15"
    },
    {
        "description": "psi(3770) --> phi eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M053.8"
    },
    {
        "description": "psi(3770) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M053.14"
    },
    {
        "description": "psi(3770) --> rho0 eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M053.13"
    },
    {
        "description": "psi(3770) --> phi pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.12"
    },
    {
        "description": "psi(3770) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.11"
    },
    {
        "description": "psi(3770) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.9"
    },
    {
        "description": "psi(3770) --> rho pi",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M053.10"
    },
    {
        "description": "psi(3770) --> K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.234"
    },
    {
        "description": "psi(3770) --> K^*(892)+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M053.19"
    },
    {
        "description": "psi(3770) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M053.18"
    },
    {
        "description": "psi(3770) --> K0S K0L",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}_L^0}$",
        "pdgId": "M053.3"
    },
    {
        "description": "psi(3770) --> 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.21"
    },
    {
        "description": "psi(3770) --> 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.22"
    },
    {
        "description": "psi(3770) --> 2(pi+ pi- pi0)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$)",
        "pdgId": "M053.208"
    },
    {
        "description": "psi(3770) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.24"
    },
    {
        "description": "psi(3770) --> 3(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.52"
    },
    {
        "description": "psi(3770) --> 3(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.55"
    },
    {
        "description": "psi(3770) --> 3(pi+ pi-) 2pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  3( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.210"
    },
    {
        "description": "psi(3770) --> eta pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.23"
    },
    {
        "description": "psi(3770) --> pi+ pi- 2pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.206"
    },
    {
        "description": "psi(3770) --> rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.64"
    },
    {
        "description": "psi(3770) --> eta 3pi",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$3 ${{\\mathit \\pi}}$",
        "pdgId": "M053.25"
    },
    {
        "description": "psi(3770) --> eta 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.53"
    },
    {
        "description": "psi(3770) --> eta rho0 pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.221"
    },
    {
        "description": "psi(3770) --> eta^' 3pi",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}}$3 ${{\\mathit \\pi}}$",
        "pdgId": "M053.26"
    },
    {
        "description": "psi(3770) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.27"
    },
    {
        "description": "psi(3770) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.28"
    },
    {
        "description": "psi(3770) --> K+ K- 2pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.207"
    },
    {
        "description": "psi(3770) --> 4(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.62"
    },
    {
        "description": "psi(3770) --> 4(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  4( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.63"
    },
    {
        "description": "psi(3770) --> phi f_0(980)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M053.29"
    },
    {
        "description": "psi(3770) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.30"
    },
    {
        "description": "psi(3770) --> K+ K- rho0 pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.67"
    },
    {
        "description": "psi(3770) --> K+ K- rho+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.68"
    },
    {
        "description": "psi(3770) --> omega K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.32"
    },
    {
        "description": "psi(3770) --> phi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.69"
    },
    {
        "description": "psi(3770) --> K^*()0 K- pi+ pi0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$ + c.c.",
        "pdgId": "M053.70"
    },
    {
        "description": "psi(3770) --> K^*()+ K- pi+ pi- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M053.71"
    },
    {
        "description": "psi(3770) --> K+ K- pi+ pi- 2pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.209"
    },
    {
        "description": "psi(3770) --> K+ K- 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.57"
    },
    {
        "description": "psi(3770) --> K+ K- 2(pi+ pi-) pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.58"
    },
    {
        "description": "psi(3770) --> eta K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.31"
    },
    {
        "description": "psi(3770) --> eta K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.222"
    },
    {
        "description": "psi(3770) --> rho0 K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.65"
    },
    {
        "description": "psi(3770) --> 2(K+ K-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)",
        "pdgId": "M053.33"
    },
    {
        "description": "psi(3770) --> phi K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.34"
    },
    {
        "description": "psi(3770) --> 2(K+ K-) pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.35"
    },
    {
        "description": "psi(3770) --> 2(K+ K-) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$  2( ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$)  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.59"
    },
    {
        "description": "psi(3770) --> K0S K- pi+",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M053.200"
    },
    {
        "description": "psi(3770) --> K0S K- pi+ pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.201"
    },
    {
        "description": "psi(3770) --> K0S K- rho+",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "M053.214"
    },
    {
        "description": "psi(3770) --> K0S K- 2pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.202"
    },
    {
        "description": "psi(3770) --> K0S K- pi+ rho0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\rho}^{0}}$",
        "pdgId": "M053.215"
    },
    {
        "description": "psi(3770) --> K0S K- pi+ eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "M053.216"
    },
    {
        "description": "psi(3770) --> K0S K- 2pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.203"
    },
    {
        "description": "psi(3770) --> K0S K- 2pi+ pi- eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M053.217"
    },
    {
        "description": "psi(3770) --> K0S K- pi+ 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.204"
    },
    {
        "description": "psi(3770) --> K0S K- pi+ 2pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.205"
    },
    {
        "description": "psi(3770) --> K0S K- K+ K- pi+",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M053.218"
    },
    {
        "description": "psi(3770) --> K0S K- K+ K- pi+ pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.219"
    },
    {
        "description": "psi(3770) --> K0S K- K+ K- pi+ eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "M053.220"
    },
    {
        "description": "psi(3770) --> K^*()0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit K}^{*0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M053.60"
    },
    {
        "description": "psi(3770) --> p pbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M053.233"
    },
    {
        "description": "psi(3770) --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.54"
    },
    {
        "description": "psi(3770) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.36"
    },
    {
        "description": "psi(3770) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M053.42"
    },
    {
        "description": "psi(3770) --> p pbar pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.37"
    },
    {
        "description": "psi(3770) --> omega p pbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M053.39"
    },
    {
        "description": "psi(3770) --> Lambda Lambdabar pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.72"
    },
    {
        "description": "psi(3770) --> p pbar 2(pi+ pi-)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$2( ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$)",
        "pdgId": "M053.61"
    },
    {
        "description": "psi(3770) --> eta p pbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M053.38"
    },
    {
        "description": "psi(3770) --> eta p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.223"
    },
    {
        "description": "psi(3770) --> rho0 p pbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M053.66"
    },
    {
        "description": "psi(3770) --> p pbar K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.40"
    },
    {
        "description": "psi(3770) --> eta p pbar K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.224"
    },
    {
        "description": "psi(3770) --> pi0 p pbar K+ K-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M053.225"
    },
    {
        "description": "psi(3770) --> phi p pbar",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M053.41"
    },
    {
        "description": "psi(3770) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.43"
    },
    {
        "description": "psi(3770) --> Lambda pbar K+",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}$",
        "pdgId": "M053.44"
    },
    {
        "description": "psi(3770) --> Lambda pbar K+ pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit p}}}{{\\mathit K}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M053.45"
    },
    {
        "description": "psi(3770) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M053.226"
    },
    {
        "description": "psi(3770) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M053.227"
    },
    {
        "description": "psi(3770) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M053.228"
    },
    {
        "description": "psi(3770) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M053.230"
    },
    {
        "description": "psi(3770) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M053.236"
    },
    {
        "description": "psi(3770) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M053.237"
    },
    {
        "description": "psi(3770) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M053.238"
    },
    {
        "description": "psi(3770) --> gamma chi_c2()",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M053.51"
    },
    {
        "description": "psi(3770) --> gamma chi_c1()",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M053.50"
    },
    {
        "description": "psi(3770) --> gamma chi_c0()",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M053.49"
    },
    {
        "description": "psi(3770) --> gamma eta_c()",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M053.231"
    },
    {
        "description": "psi(3770) --> gamma eta_c(2S)",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M053.232"
    },
    {
        "description": "psi(3770) --> gamma eta^'()",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M053.213"
    },
    {
        "description": "psi(3770) --> gamma eta",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}$",
        "pdgId": "M053.212"
    },
    {
        "description": "psi(3770) --> gamma pi0",
        "description_tex": "${{\\mathit \\psi}{(3770)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M053.211"
    },
    {
        "description": "psi_2(3823)",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$",
        "pdgId": "M212"
    },
    {
        "description": "psi_2(3823) MASS",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$ MASS",
        "pdgId": "M212M"
    },
    {
        "description": "mass(psi_2(3823))-mass(psi(2S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\psi}_{{{2}}}{(3823)}}}-{\\mathit m}_{{{\\mathit \\psi}{(2S)}}}$",
        "pdgId": "M212A00"
    },
    {
        "description": "psi_2(3823) WIDTH",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$ WIDTH",
        "pdgId": "M212W"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M212R00"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) pi+ pi-)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R06"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) pi0 pi0)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R07"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) pi0)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R08"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) eta)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R09"
    },
    {
        "description": "G(psi_2(3823) --> J/psi(1S) eta)/G(psi_2(3823) --> J/psi(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M212R10"
    },
    {
        "description": "G(psi_2(3823) --> chi_c0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M212R04"
    },
    {
        "description": "G(psi_2(3823) --> chi_c1 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M212R01"
    },
    {
        "description": "G(psi_2(3823) --> chi_c0 gamma)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R05"
    },
    {
        "description": "G(psi_2(3823) --> chi_c2 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M212R02"
    },
    {
        "description": "G(psi_2(3823) --> chi_c2 gamma)/G(psi_2(3823) --> chi_c1 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$",
        "pdgId": "M212R03"
    },
    {
        "description": "psi_2(3823) --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M212.3"
    },
    {
        "description": "psi_2(3823) --> J/psi(1S) pi0 pi0",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M212.5"
    },
    {
        "description": "psi_2(3823) --> J/psi(1S) pi0",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M212.6"
    },
    {
        "description": "psi_2(3823) --> J/psi(1S) eta",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M212.7"
    },
    {
        "description": "psi_2(3823) --> chi_c0() gamma",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M212.4"
    },
    {
        "description": "psi_2(3823) --> chi_c1 gamma",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M212.1"
    },
    {
        "description": "psi_2(3823) --> chi_c2 gamma",
        "description_tex": "${{\\mathit \\psi}_{{{2}}}{(3823)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M212.2"
    },
    {
        "description": "psi_3(3842)",
        "description_tex": "${{\\mathit \\psi}_{{{3}}}{(3842)}}$",
        "pdgId": "M241"
    },
    {
        "description": "psi_3(3842) MASS",
        "description_tex": "${{\\mathit \\psi}_{{{3}}}{(3842)}}$ MASS",
        "pdgId": "M241M"
    },
    {
        "description": "psi_3(3842) WIDTH",
        "description_tex": "${{\\mathit \\psi}_{{{3}}}{(3842)}}$ WIDTH",
        "pdgId": "M241W"
    },
    {
        "description": "G(psi_3(3842) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{3}}}{(3842)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M241R01"
    },
    {
        "description": "G(psi_3(3842) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}_{{{3}}}{(3842)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M241R02"
    },
    {
        "description": "psi_3(3842) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}_{{{3}}}{(3842)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M241.1"
    },
    {
        "description": "psi_3(3842) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}_{{{3}}}{(3842)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M241.2"
    },
    {
        "description": "chi_c0(3860)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3860)}}$",
        "pdgId": "M237"
    },
    {
        "description": "chi_c0(3860) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3860)}}$ MASS",
        "pdgId": "M237M"
    },
    {
        "description": "chi_c0(3860) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3860)}}$ WIDTH",
        "pdgId": "M237W"
    },
    {
        "description": "G(chi_c0(3860) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3860)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M237R00"
    },
    {
        "description": "G(chi_c0(3860) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3860)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M237R01"
    },
    {
        "description": "chi_c0(3860) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3860)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M237.1"
    },
    {
        "description": "chi_c0(3860) --> D+ D-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3860)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M237.2"
    },
    {
        "description": "chi_c1(3872)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$",
        "pdgId": "M176"
    },
    {
        "description": "chi_c1(3872) T-MATRIX POLE sqrt(s)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ T-MATRIX POLE $\\sqrt {\\mathit s }$",
        "pdgId": "M176PP"
    },
    {
        "description": "chi_c1(3872) MASS FROM J/psi X MODE",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ MASS FROM ${{\\mathit J / \\psi}}{{\\mathit X}}$ MODE",
        "pdgId": "M176M"
    },
    {
        "description": "chi_c1(3872) MASS FROM Dbar*0 D0 MODE",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ MASS FROM ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}}$ MODE",
        "pdgId": "M176MD0"
    },
    {
        "description": "mass(chi_c1(3872))-mass(J/psi)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{c1}}}{(3872)}}}-{\\mathit m}_{{{\\mathit J / \\psi}}}$",
        "pdgId": "M176DM"
    },
    {
        "description": "mass(chi_c1(3872))-mass(psi(2S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{c1}}}{(3872)}}}-{\\mathit m}_{{{\\mathit \\psi}{(2S)}}}$",
        "pdgId": "M176DM2"
    },
    {
        "description": "chi_c1(3872) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ WIDTH",
        "pdgId": "M176W"
    },
    {
        "description": "chi_c1(3872) WIDTH FROM Dbar*0 D0 MODE",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$ WIDTH FROM ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}}$ MODE",
        "pdgId": "M176WD0"
    },
    {
        "description": "G(chi_c1(3872) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M176W1"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- J/psi(1S)) * G(chi_c1(3872) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176G1"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- J/psi(1S)) * G(chi_c1(3872) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176H1"
    },
    {
        "description": "G(chi_c1(3872) --> omega J/psi(1S)) * G(chi_c1(3872) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176G01"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- eta_c(1S)) * G(chi_c1(3872) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176G02"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R30"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R6"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- pi0 J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R25"
    },
    {
        "description": "G(chi_c1(3872) --> omega eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R24"
    },
    {
        "description": "G(chi_c1(3872) --> rho(770)0 J/psi(1S))/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R33"
    },
    {
        "description": "G(chi_c1(3872) --> omega J/psi(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R14"
    },
    {
        "description": "G(chi_c1(3872) --> omega J/psi(1S))/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}{(1S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R15"
    },
    {
        "description": "G(chi_c1(3872) --> phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R26"
    },
    {
        "description": "G(chi_c1(3872) --> D0 Dbar0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R12"
    },
    {
        "description": "G(chi_c1(3872) --> D0 Dbar0 pi0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R17"
    },
    {
        "description": "G(chi_c1(3872) --> Dbar*0 D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R13"
    },
    {
        "description": "G(chi_c1(3872) --> Dbar*0 D0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R16"
    },
    {
        "description": "G(chi_c1(3872) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R09"
    },
    {
        "description": "G(chi_c1(3872) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R3"
    },
    {
        "description": "G(chi_c1(3872) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R4"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 chi_c2)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R06"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R23"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 chi_c1)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R05"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 chi_c0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R04"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R22"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 pi0 chi_c0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R28"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 pi0 chi_c1)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R37"
    },
    {
        "description": "G(chi_c1(3872) --> pi0 pi0 chi_c2)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R38"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- chi_c0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R29"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R00"
    },
    {
        "description": "G(chi_c1(3872) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R03"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- eta)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R35"
    },
    {
        "description": "G(chi_c1(3872) --> gamma D+ D-)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R20"
    },
    {
        "description": "G(chi_c1(3872) --> gamma Dbar0 D0)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R21"
    },
    {
        "description": "G(chi_c1(3872) --> gamma J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R7"
    },
    {
        "description": "G(chi_c1(3872) --> gamma J/psi)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R18"
    },
    {
        "description": "G(chi_c1(3872) --> gamma chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R08"
    },
    {
        "description": "G(chi_c1(3872) --> gamma chi_c1)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R1"
    },
    {
        "description": "G(chi_c1(3872) --> gamma chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R01"
    },
    {
        "description": "G(chi_c1(3872) --> gamma psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R10"
    },
    {
        "description": "G(chi_c1(3872) --> gamma psi(2S))/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R19"
    },
    {
        "description": "G(chi_c1(3872) --> pi+ pi- chi_c1)/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R34"
    },
    {
        "description": "G(chi_c1(3872) --> gamma psi(2S))/G(chi_c1(3872) --> gamma J/psi)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}})$",
        "pdgId": "M176R11"
    },
    {
        "description": "G(chi_c1(3872) --> gamma psi_2(3823))/G(chi_c1(3872) --> pi+ pi- J/psi(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}_{{{2}}}{(3823)}})/\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}})$",
        "pdgId": "M176R36"
    },
    {
        "description": "G(chi_c1(3872) --> eta J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M176R2"
    },
    {
        "description": "chi_c1(3872) --> e+ e-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M176.1"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M176.29"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M176.2"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- pi0 J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M176.25"
    },
    {
        "description": "chi_c1(3872) --> omega eta_c(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M176.24"
    },
    {
        "description": "chi_c1(3872) --> rho(770)0 J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}^{0}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M176.32"
    },
    {
        "description": "chi_c1(3872) --> omega J/psi(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}{(1S)}}$",
        "pdgId": "M176.13"
    },
    {
        "description": "chi_c1(3872) --> phi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M176.26"
    },
    {
        "description": "chi_c1(3872) --> D0 Dbar0 pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M176.8"
    },
    {
        "description": "chi_c1(3872) --> Dbar^*()0 D0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}}$",
        "pdgId": "M176.12"
    },
    {
        "description": "chi_c1(3872) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M176.5"
    },
    {
        "description": "chi_c1(3872) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M176.6"
    },
    {
        "description": "chi_c1(3872) --> D+ D-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M176.7"
    },
    {
        "description": "chi_c1(3872) --> pi0 chi_c2",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M176.20"
    },
    {
        "description": "chi_c1(3872) --> pi0 chi_c1",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M176.18"
    },
    {
        "description": "chi_c1(3872) --> pi0 chi_c0()",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M176.19"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- eta_c(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M176.14"
    },
    {
        "description": "chi_c1(3872) --> pi0 pi0 chi_c0()",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M176.28"
    },
    {
        "description": "chi_c1(3872) --> pi0 pi0 chi_c1",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M176.36"
    },
    {
        "description": "chi_c1(3872) --> pi0 pi0 chi_c2",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M176.37"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- chi_c0()",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M176.27"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- chi_c1",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M176.17"
    },
    {
        "description": "chi_c1(3872) --> p pbar",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M176.16"
    },
    {
        "description": "chi_c1(3872) --> pi+ pi- eta",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "M176.34"
    },
    {
        "description": "chi_c1(3872) --> gamma D+ D-",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M176.21"
    },
    {
        "description": "chi_c1(3872) --> gamma Dbar0 D0",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\overline{\\mathit D}}^{0}}{{\\mathit D}^{0}}$",
        "pdgId": "M176.23"
    },
    {
        "description": "chi_c1(3872) --> gamma J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}$",
        "pdgId": "M176.9"
    },
    {
        "description": "chi_c1(3872) --> gamma chi_c1",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M176.3"
    },
    {
        "description": "chi_c1(3872) --> gamma chi_c2",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M176.15"
    },
    {
        "description": "chi_c1(3872) --> gamma psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M176.11"
    },
    {
        "description": "chi_c1(3872) --> gamma psi_2(3823)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}_{{{2}}}{(3823)}}$",
        "pdgId": "M176.35"
    },
    {
        "description": "chi_c1(3872) --> eta J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(3872)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit J / \\psi}}$",
        "pdgId": "M176.4"
    },
    {
        "description": "chi_c0(3915) ",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$",
        "pdgId": "M159"
    },
    {
        "description": "chi_c0(3915) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$ MASS",
        "pdgId": "M159M"
    },
    {
        "description": "chi_c0(3915) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$ WIDTH",
        "pdgId": "M159W"
    },
    {
        "description": "G(chi_c0(3915) --> omega J/psi) * G(chi_c0(3915) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159G01"
    },
    {
        "description": "G(chi_c0(3915) --> gamma psi(2S)) * G(chi_c0(3915) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R07"
    },
    {
        "description": "G(chi_c0(3915) --> pi+ pi- eta_c(1S)) * G(chi_c0(3915) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159G02"
    },
    {
        "description": "G(chi_c0(3915) --> K Kbar) * G(chi_c0(3915) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159G03"
    },
    {
        "description": "G(chi_c0(3915) --> omega J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R03"
    },
    {
        "description": "G(chi_c0(3915) --> omega J/psi)/G(chi_c0(3915) --> Dbar*0 D0)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}})$",
        "pdgId": "M159R02"
    },
    {
        "description": "G(chi_c0(3915) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R06"
    },
    {
        "description": "G(chi_c0(3915) --> D+ D-)/G(chi_c0(3915) --> D_s+ D_s-)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})$",
        "pdgId": "M159R08"
    },
    {
        "description": "G(chi_c0(3915) --> eta_c eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R00"
    },
    {
        "description": "G(chi_c0(3915) --> eta_c pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R04"
    },
    {
        "description": "G(chi_c0(3915) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R01"
    },
    {
        "description": "G(chi_c0(3915) --> pi0 chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M159R05"
    },
    {
        "description": "chi_c0(3915) --> omega J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}}$",
        "pdgId": "M159.1"
    },
    {
        "description": "chi_c0(3915) --> Dbar^*()0 D0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\overline{\\mathit D}}^{*0}}{{\\mathit D}^{0}}$",
        "pdgId": "M159.3"
    },
    {
        "description": "chi_c0(3915) --> D+ D-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M159.9"
    },
    {
        "description": "chi_c0(3915) --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "M159.11"
    },
    {
        "description": "chi_c0(3915) --> pi+ pi- eta_c(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M159.4"
    },
    {
        "description": "chi_c0(3915) --> eta_c eta",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\eta}}$",
        "pdgId": "M159.6"
    },
    {
        "description": "chi_c0(3915) --> eta_c pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M159.7"
    },
    {
        "description": "chi_c0(3915) --> K Kbar",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M159.5"
    },
    {
        "description": "chi_c0(3915) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M159.2"
    },
    {
        "description": "chi_c0(3915) --> gamma psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M159.10"
    },
    {
        "description": "chi_c0(3915) --> pi0 chi_c1",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(3915)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M159.8"
    },
    {
        "description": "chi_c2(3930)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$",
        "pdgId": "M050"
    },
    {
        "description": "chi_c2(3930) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$ MASS",
        "pdgId": "M050M"
    },
    {
        "description": "chi_c2(3930) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$ WIDTH",
        "pdgId": "M050W"
    },
    {
        "description": "G(chi_c2(3930) --> K Kbar pi) * G(chi_c2(3930) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M050G01"
    },
    {
        "description": "G(chi_c2(3930) --> K+ K- pi+ pi- pi0) * G(chi_c2(3930) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M050G02"
    },
    {
        "description": "G(chi_c2(3930) --> D Dbar) * G(chi_c2(3930) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M050G1"
    },
    {
        "description": "G(chi_c2(3930) --> pi+ pi- eta_c(1S)) * G(chi_c2(3930) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M050G03"
    },
    {
        "description": "G(chi_c2(3930) --> K Kbar) * G(chi_c2(3930) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M050G04"
    },
    {
        "description": "G(chi_c2(3930) --> D+ D-)/G(chi_c2(3930) --> D0 Dbar0)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma({{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})$",
        "pdgId": "M050R01"
    },
    {
        "description": "chi_c2(3930) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M050.1"
    },
    {
        "description": "chi_c2(3930) --> K Kbar pi",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}{{\\mathit \\pi}}$",
        "pdgId": "M050.5"
    },
    {
        "description": "chi_c2(3930) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M050.6"
    },
    {
        "description": "chi_c2(3930) --> D Dbar",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M050.2"
    },
    {
        "description": "chi_c2(3930) --> D+ D-",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M050.3"
    },
    {
        "description": "chi_c2(3930) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M050.4"
    },
    {
        "description": "chi_c2(3930) --> pi+ pi- eta_c(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M050.7"
    },
    {
        "description": "chi_c2(3930) --> K Kbar",
        "description_tex": "${{\\mathit \\chi}_{{{c2}}}{(3930)}}$   $\\rightarrow$   ${{\\mathit K}}{{\\overline{\\mathit K}}}$",
        "pdgId": "M050.8"
    },
    {
        "description": "X(3940)",
        "description_tex": "${{\\mathit X}{(3940)}}$",
        "pdgId": "M029"
    },
    {
        "description": "X(3940) MASS",
        "description_tex": "${{\\mathit X}{(3940)}}$ MASS",
        "pdgId": "M029M"
    },
    {
        "description": "X(3940) WIDTH",
        "description_tex": "${{\\mathit X}{(3940)}}$ WIDTH",
        "pdgId": "M029W"
    },
    {
        "description": "G(X(3940) --> D Dbar* + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M029R01"
    },
    {
        "description": "G(X(3940) --> D Dbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M029R02"
    },
    {
        "description": "G(X(3940) --> J/psi omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M029R03"
    },
    {
        "description": "X(3940) --> D Dbar^*() + c.c.",
        "description_tex": "${{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$ + c.c.",
        "pdgId": "M029.1"
    },
    {
        "description": "X(3940) --> D Dbar",
        "description_tex": "${{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M029.2"
    },
    {
        "description": "X(3940) --> J/psi omega",
        "description_tex": "${{\\mathit X}{(3940)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\omega}}$",
        "pdgId": "M029.3"
    },
    {
        "description": "psi(4040)",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$",
        "pdgId": "M072"
    },
    {
        "description": "psi(4040) MASS",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$ MASS",
        "pdgId": "M072M"
    },
    {
        "description": "psi(4040) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$ WIDTH",
        "pdgId": "M072W"
    },
    {
        "description": "G(psi(4040) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M072W5"
    },
    {
        "description": "G(psi(4040) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M072W2"
    },
    {
        "description": "G(psi(4040) --> J/psi eta) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R00"
    },
    {
        "description": "G(psi(4040) --> chi_c1 gamma) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072G01"
    },
    {
        "description": "G(psi(4040) --> chi_c2 gamma) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072G02"
    },
    {
        "description": "G(psi(4040) --> Lambda Lambdabar) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R33"
    },
    {
        "description": "G(psi(4040) --> Sigma+ Sigmabar-) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R37"
    },
    {
        "description": "G(psi(4040) --> Xi0 Xibar0) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R40"
    },
    {
        "description": "G(psi(4040) --> Xi- Xibar+) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R35"
    },
    {
        "description": "G(psi(4040) --> Lambda Xibar+ K- + c.c.) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R38"
    },
    {
        "description": "G(psi(4040) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R39"
    },
    {
        "description": "G(psi(4040) --> J/psi eta)/G(total) * G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R25"
    },
    {
        "description": "G(psi(4040) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R4"
    },
    {
        "description": "G(psi(4040) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R14"
    },
    {
        "description": "G(psi(4040) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R15"
    },
    {
        "description": "G(psi(4040) --> D Dbar)/G(psi(4040) --> D* Dbar + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.$)$",
        "pdgId": "M072R12"
    },
    {
        "description": "G(psi(4040) --> D0 Dbar0)/G(psi(4040) --> D*(2007)0 Dbar0 + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)$",
        "pdgId": "M072R1"
    },
    {
        "description": "G(psi(4040) --> D*(2007)0 Dbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R16"
    },
    {
        "description": "G(psi(4040) --> D*(2010)+ D- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R17"
    },
    {
        "description": "G(psi(4040) --> D*(2010)+ D- + c.c.)/G(psi(4040) --> D*(2007)0 Dbar0 + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.$)/\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)$",
        "pdgId": "M072R11"
    },
    {
        "description": "G(psi(4040) --> D* Dbar*)/G(psi(4040) --> D* Dbar + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})/\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.$)$",
        "pdgId": "M072R13"
    },
    {
        "description": "G(psi(4040) --> D*(2007)0 Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R18"
    },
    {
        "description": "G(psi(4040) --> D*(2007)0 Dbar*(2007)0)/G(psi(4040) --> D*(2007)0 Dbar0 + c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)$",
        "pdgId": "M072R2"
    },
    {
        "description": "G(psi(4040) --> D*(2010)+ D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R19"
    },
    {
        "description": "G(psi(4040) --> D0 D- pi+  +c.c. (excl. D*(2010)+ D- +c.c.))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$  +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$  +c.c.)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R20"
    },
    {
        "description": "G(psi(4040) --> D Dbar* pi  (excl. D* Dbar*))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$  (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R21"
    },
    {
        "description": "G(psi(4040) --> D0 Dbar*- pi+ +c.c. (excl. D*(2010)+ D*(2010)-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R22"
    },
    {
        "description": "G(psi(4040) --> D_s+ D_s-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R23"
    },
    {
        "description": "G(psi(4040) --> pi+ pi+ pi- pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R34"
    },
    {
        "description": "G(psi(4040) --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R01"
    },
    {
        "description": "G(psi(4040) --> J/psi pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R02"
    },
    {
        "description": "G(psi(4040) --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R03"
    },
    {
        "description": "G(psi(4040) --> J/psi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R04"
    },
    {
        "description": "G(psi(4040) --> J/psi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R05"
    },
    {
        "description": "G(psi(4040) --> chi_c1 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R06"
    },
    {
        "description": "G(psi(4040) --> chi_c2 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R07"
    },
    {
        "description": "G(psi(4040) --> chi_c1 pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R08"
    },
    {
        "description": "G(psi(4040) --> chi_c2 pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R09"
    },
    {
        "description": "G(psi(4040) --> h_c(1P) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R24"
    },
    {
        "description": "G(psi(4040) --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R10"
    },
    {
        "description": "G(psi(4040) --> Lambda Lambdabar pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R26"
    },
    {
        "description": "G(psi(4040) --> Lambda Lambdabar pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R27"
    },
    {
        "description": "G(psi(4040) --> Lambda Lambdabar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R28"
    },
    {
        "description": "G(psi(4040) --> Sigma+ Sigmabar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R29"
    },
    {
        "description": "G(psi(4040) --> Sigma0 Sigmabar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R30"
    },
    {
        "description": "G(psi(4040) --> Xi+ Xibar-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{+}}{{\\overline{\\mathit \\Xi}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R31"
    },
    {
        "description": "G(psi(4040) --> Xi0 Xibar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M072R32"
    },
    {
        "description": "psi(4040) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M072.5"
    },
    {
        "description": "psi(4040) --> D Dbar",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M072.17"
    },
    {
        "description": "psi(4040) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M072.1"
    },
    {
        "description": "psi(4040) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M072.18"
    },
    {
        "description": "psi(4040) --> D^*() Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M072.19"
    },
    {
        "description": "psi(4040) --> D^*(2007)0 Dbar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.",
        "pdgId": "M072.2"
    },
    {
        "description": "psi(4040) --> D^*(2010)+ D- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.",
        "pdgId": "M072.20"
    },
    {
        "description": "psi(4040) --> D^*() Dbar^*()",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M072.21"
    },
    {
        "description": "psi(4040) --> D^*(2007)0 Dbar^*(2007)0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "M072.3"
    },
    {
        "description": "psi(4040) --> D^*(2010)+ D^*(2010)-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "M072.22"
    },
    {
        "description": "psi(4040) --> D Dbar pi  (excl. D^*() Dbar)",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}{{\\mathit \\pi}}$  (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$)",
        "pdgId": "M072.23"
    },
    {
        "description": "psi(4040) --> D0 D- pi+  +c.c. (excl. D^*(2010)+ D- +c.c.)",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$  +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.)",
        "pdgId": "M072.24"
    },
    {
        "description": "psi(4040) --> D Dbar^*() pi  (excl. D^*() Dbar^*())",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$  (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$)",
        "pdgId": "M072.25"
    },
    {
        "description": "psi(4040) --> D0 Dbar^*()- pi+ +c.c. (excl. D^*(2010)+ D^*(2010)-)",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$)",
        "pdgId": "M072.26"
    },
    {
        "description": "psi(4040) --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "M072.27"
    },
    {
        "description": "psi(4040) --> pi+ pi+ pi- pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.37"
    },
    {
        "description": "psi(4040) --> J/psi(1S) hadrons",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ hadrons",
        "pdgId": "M072.4"
    },
    {
        "description": "psi(4040) --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M072.7"
    },
    {
        "description": "psi(4040) --> J/psi pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.8"
    },
    {
        "description": "psi(4040) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M072.9"
    },
    {
        "description": "psi(4040) --> J/psi pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.10"
    },
    {
        "description": "psi(4040) --> J/psi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.11"
    },
    {
        "description": "psi(4040) --> chi_c1 gamma",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M072.12"
    },
    {
        "description": "psi(4040) --> chi_c2 gamma",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M072.13"
    },
    {
        "description": "psi(4040) --> chi_c1 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.14"
    },
    {
        "description": "psi(4040) --> chi_c2 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.15"
    },
    {
        "description": "psi(4040) --> h_c(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M072.28"
    },
    {
        "description": "psi(4040) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M072.16"
    },
    {
        "description": "psi(4040) --> Lambda Lambdabar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M072.29"
    },
    {
        "description": "psi(4040) --> Lambda Lambdabar pi0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M072.30"
    },
    {
        "description": "psi(4040) --> Lambda Lambdabar eta",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}{{\\mathit \\eta}}$",
        "pdgId": "M072.31"
    },
    {
        "description": "psi(4040) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M072.36"
    },
    {
        "description": "psi(4040) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M072.32"
    },
    {
        "description": "psi(4040) --> Sigma0 Sigmabar0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Sigma}}^{0}}$",
        "pdgId": "M072.33"
    },
    {
        "description": "psi(4040) --> Xi+ Xibar-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{+}}{{\\overline{\\mathit \\Xi}}^{-}}$",
        "pdgId": "M072.34"
    },
    {
        "description": "psi(4040) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M072.35"
    },
    {
        "description": "psi(4040) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M072.38"
    },
    {
        "description": "psi(4040) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M072.39"
    },
    {
        "description": "psi(4040) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M072.40"
    },
    {
        "description": "psi(4040) --> mu+ mu-",
        "description_tex": "${{\\mathit \\psi}{(4040)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M072.6"
    },
    {
        "description": "chi_c1(4140)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4140)}}$",
        "pdgId": "M193"
    },
    {
        "description": "chi_c1(4140) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4140)}}$ MASS",
        "pdgId": "M193M"
    },
    {
        "description": "chi_c1(4140) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4140)}}$ WIDTH",
        "pdgId": "M193W"
    },
    {
        "description": "G(chi_c1(4140) --> gamma gamma) * G(chi_c1(4140) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M193G01"
    },
    {
        "description": "G(chi_c1(4140) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M193R01"
    },
    {
        "description": "G(chi_c1(4140) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M193R02"
    },
    {
        "description": "chi_c1(4140) --> J/psi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M193.1"
    },
    {
        "description": "chi_c1(4140) --> gamma gamma",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4140)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M193.2"
    },
    {
        "description": "psi(4160)",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$",
        "pdgId": "M025"
    },
    {
        "description": "psi(4160) MASS",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$ MASS",
        "pdgId": "M025M"
    },
    {
        "description": "psi(4160) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$ WIDTH",
        "pdgId": "M025W"
    },
    {
        "description": "G(psi(4160) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M025W1"
    },
    {
        "description": "G(psi(4160) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M025W2"
    },
    {
        "description": "G(psi(4160) --> J/psi eta') * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R42"
    },
    {
        "description": "G(psi(4160) --> chi_c1 gamma) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025G01"
    },
    {
        "description": "G(psi(4160) --> chi_c2 gamma) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025G02"
    },
    {
        "description": "G(psi(4160) --> omega pi+ pi-) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R48"
    },
    {
        "description": "G(psi(4160) --> K0S K+- pi-+) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R00"
    },
    {
        "description": "G(psi(4160) --> Lambda Lambdabar) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R45"
    },
    {
        "description": "G(psi(4160) --> Sigma+ Sigmabar-) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R52"
    },
    {
        "description": "G(psi(4160) --> Xi0 Xibar0) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R55"
    },
    {
        "description": "G(psi(4160) --> Xi- Xibar+) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R49"
    },
    {
        "description": "G(psi(4160) --> p K- Lambdabar + c.c.) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R51"
    },
    {
        "description": "G(psi(4160) --> Lambda Xibar+ K- + c.c.) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R53"
    },
    {
        "description": "G(psi(4160) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R54"
    },
    {
        "description": "G(psi(4160) --> J/psi eta)/G(total) * G(psi(4160) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R32"
    },
    {
        "description": "G(psi(4160) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R31"
    },
    {
        "description": "G(psi(4160) --> D Dbar)/G(psi(4160) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M025R14"
    },
    {
        "description": "G(psi(4160) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R16"
    },
    {
        "description": "G(psi(4160) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R17"
    },
    {
        "description": "G(psi(4160) --> D*(2007)0 Dbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R18"
    },
    {
        "description": "G(psi(4160) --> D*(2010)+ D- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R19"
    },
    {
        "description": "G(psi(4160) --> D* Dbar + c.c.)/G(psi(4160) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M025R15"
    },
    {
        "description": "G(psi(4160) --> D*(2007)0 Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R20"
    },
    {
        "description": "G(psi(4160) --> D*(2010)+ D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R21"
    },
    {
        "description": "G(psi(4160) --> D0 D- pi+ +c.c. (excl. D*(2010)+ D- +c.c.))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$  +c.c.)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R22"
    },
    {
        "description": "G(psi(4160) --> D Dbar* pi +c.c. (excl. D* Dbar*))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$ +c.c. (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R23"
    },
    {
        "description": "G(psi(4160) --> D0 D*- pi+ +c.c. (excl. D*(2010)+ D*(2010)-))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}))/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R24"
    },
    {
        "description": "G(psi(4160) --> D_s+ D_s-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R25"
    },
    {
        "description": "G(psi(4160) --> D_s*+ D_s- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R26"
    },
    {
        "description": "G(psi(4160) --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R01"
    },
    {
        "description": "G(psi(4160) --> J/psi pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R02"
    },
    {
        "description": "G(psi(4160) --> J/psi K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R03"
    },
    {
        "description": "G(psi(4160) --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R04"
    },
    {
        "description": "G(psi(4160) --> J/psi pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R05"
    },
    {
        "description": "G(psi(4160) --> J/psi eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R06"
    },
    {
        "description": "G(psi(4160) --> J/psi pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R07"
    },
    {
        "description": "G(psi(4160) --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R08"
    },
    {
        "description": "G(psi(4160) --> chi_c1 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R09"
    },
    {
        "description": "G(psi(4160) --> chi_c2 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R10"
    },
    {
        "description": "G(psi(4160) --> chi_c1 pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R11"
    },
    {
        "description": "G(psi(4160) --> chi_c2 pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R12"
    },
    {
        "description": "G(psi(4160) --> h_c(1P) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R27"
    },
    {
        "description": "G(psi(4160) --> h_c(1P) pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R28"
    },
    {
        "description": "G(psi(4160) --> h_c(1P) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R29"
    },
    {
        "description": "G(psi(4160) --> h_c(1P) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R30"
    },
    {
        "description": "G(psi(4160) --> phi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R13"
    },
    {
        "description": "G(psi(4160) --> gamma chi_c1(3872))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R43"
    },
    {
        "description": "G(psi(4160) --> gamma chi_c0(3915) --> gamma J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R35"
    },
    {
        "description": "G(psi(4160) --> gamma X(3930) --> gamma J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3930)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R36"
    },
    {
        "description": "G(psi(4160) --> gamma X(3940) --> gamma J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3940)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R37"
    },
    {
        "description": "G(psi(4160) --> gamma chi_c0(3915) --> gamma gamma J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R39"
    },
    {
        "description": "G(psi(4160) --> gamma X(3930) --> gamma gamma J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3930)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R40"
    },
    {
        "description": "G(psi(4160) --> gamma X(3940) --> gamma gamma J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3940)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R41"
    },
    {
        "description": "G(psi(4160) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R46"
    },
    {
        "description": "G(psi(4160) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R47"
    },
    {
        "description": "G(psi(4160) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R33"
    },
    {
        "description": "G(psi(4160) --> p pbar p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M025R44"
    },
    {
        "description": "psi(4160) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M025.1"
    },
    {
        "description": "psi(4160) --> mu+ mu-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M025.33"
    },
    {
        "description": "psi(4160) --> D Dbar",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M025.15"
    },
    {
        "description": "psi(4160) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M025.16"
    },
    {
        "description": "psi(4160) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M025.17"
    },
    {
        "description": "psi(4160) --> D^* Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M025.18"
    },
    {
        "description": "psi(4160) --> D^*(2007)0 Dbar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.",
        "pdgId": "M025.19"
    },
    {
        "description": "psi(4160) --> D^*(2010)+ D- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.",
        "pdgId": "M025.20"
    },
    {
        "description": "psi(4160) --> D^* Dbar^*",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M025.21"
    },
    {
        "description": "psi(4160) --> D^*(2007)0 Dbar^*(2007)0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "M025.22"
    },
    {
        "description": "psi(4160) --> D^*(2010)+ D^*(2010)-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "M025.23"
    },
    {
        "description": "psi(4160) --> D0 D- pi+ +c.c. (excl. D^*(2010)+ D- +c.c.)",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.)",
        "pdgId": "M025.24"
    },
    {
        "description": "psi(4160) --> D Dbar^* pi +c.c. (excl. D^* Dbar^*)",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$ +c.c. (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$)",
        "pdgId": "M025.25"
    },
    {
        "description": "psi(4160) --> D0 D^*()- pi+ +c.c. (excl. D^*(2010)+ D^*(2010)-)",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$)",
        "pdgId": "M025.26"
    },
    {
        "description": "psi(4160) --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "M025.27"
    },
    {
        "description": "psi(4160) --> D_s^*()+ D_s()- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.",
        "pdgId": "M025.28"
    },
    {
        "description": "psi(4160) --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.2"
    },
    {
        "description": "psi(4160) --> J/psi pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.3"
    },
    {
        "description": "psi(4160) --> J/psi K+ K-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M025.4"
    },
    {
        "description": "psi(4160) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M025.5"
    },
    {
        "description": "psi(4160) --> J/psi pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.6"
    },
    {
        "description": "psi(4160) --> J/psi eta^'",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M025.7"
    },
    {
        "description": "psi(4160) --> J/psi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.8"
    },
    {
        "description": "psi(4160) --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.9"
    },
    {
        "description": "psi(4160) --> chi_c1 gamma",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M025.10"
    },
    {
        "description": "psi(4160) --> chi_c2 gamma",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M025.11"
    },
    {
        "description": "psi(4160) --> chi_c1 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.12"
    },
    {
        "description": "psi(4160) --> chi_c2 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.13"
    },
    {
        "description": "psi(4160) --> h_c(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.29"
    },
    {
        "description": "psi(4160) --> h_c(1P) pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.30"
    },
    {
        "description": "psi(4160) --> h_c(1P) eta",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\eta}}$",
        "pdgId": "M025.31"
    },
    {
        "description": "psi(4160) --> h_c(1P) pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.32"
    },
    {
        "description": "psi(4160) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.49"
    },
    {
        "description": "psi(4160) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.14"
    },
    {
        "description": "psi(4160) --> gamma chi_c1(3872)",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$",
        "pdgId": "M025.44"
    },
    {
        "description": "psi(4160) --> gamma chi_c0(3915) --> gamma J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.35"
    },
    {
        "description": "psi(4160) --> gamma X(3930) --> gamma J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3930)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.36"
    },
    {
        "description": "psi(4160) --> gamma X(3940) --> gamma J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3940)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M025.37"
    },
    {
        "description": "psi(4160) --> gamma chi_c0(3915) --> gamma gamma J/psi",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}}$",
        "pdgId": "M025.39"
    },
    {
        "description": "psi(4160) --> gamma X(3930) --> gamma gamma J/psi",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3930)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}}$",
        "pdgId": "M025.40"
    },
    {
        "description": "psi(4160) --> gamma X(3940) --> gamma gamma J/psi",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(3940)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit J / \\psi}}$",
        "pdgId": "M025.41"
    },
    {
        "description": "psi(4160) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M025.47"
    },
    {
        "description": "psi(4160) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M025.48"
    },
    {
        "description": "psi(4160) --> K+ K-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M025.42"
    },
    {
        "description": "psi(4160) --> K0S K+- pi-+",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M025.43"
    },
    {
        "description": "psi(4160) --> p pbar p pbar",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M025.45"
    },
    {
        "description": "psi(4160) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M025.46"
    },
    {
        "description": "psi(4160) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M025.52"
    },
    {
        "description": "psi(4160) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M025.55"
    },
    {
        "description": "psi(4160) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M025.50"
    },
    {
        "description": "psi(4160) --> p K- Lambdabar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M025.51"
    },
    {
        "description": "psi(4160) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M025.53"
    },
    {
        "description": "psi(4160) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4160)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M025.54"
    },
    {
        "description": "X(4160)",
        "description_tex": "${{\\mathit X}{(4160)}}$",
        "pdgId": "M190"
    },
    {
        "description": "X(4160) MASS",
        "description_tex": "${{\\mathit X}{(4160)}}$ MASS",
        "pdgId": "M190M"
    },
    {
        "description": "X(4160) WIDTH",
        "description_tex": "${{\\mathit X}{(4160)}}$ WIDTH",
        "pdgId": "M190W"
    },
    {
        "description": "G(X(4160) --> D Dbar)/G(X(4160) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma({{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M190R01"
    },
    {
        "description": "G(X(4160) --> D* Dbar + c.c.)/G(X(4160) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma({{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M190R02"
    },
    {
        "description": "G(X(4160) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M190R00"
    },
    {
        "description": "X(4160) --> D Dbar",
        "description_tex": "${{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M190.1"
    },
    {
        "description": "X(4160) --> D^*() Dbar() + c.c.",
        "description_tex": "${{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M190.2"
    },
    {
        "description": "X(4160) --> D^*() Dbar^*()",
        "description_tex": "${{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M190.3"
    },
    {
        "description": "X(4160) --> J/psi phi",
        "description_tex": "${{\\mathit X}{(4160)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M190.4"
    },
    {
        "description": "psi(4230)",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$",
        "pdgId": "M074"
    },
    {
        "description": "psi(4230) MASS",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$ MASS",
        "pdgId": "M074M"
    },
    {
        "description": "psi(4230) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$ WIDTH",
        "pdgId": "M074W"
    },
    {
        "description": "G(psi(4230) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M074W01"
    },
    {
        "description": "G(psi(4230) --> J/psi pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G1"
    },
    {
        "description": "G(psi(4230) --> J/psi K+ K-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G3"
    },
    {
        "description": "G(psi(4230) --> J/psi K0S K0S) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G02"
    },
    {
        "description": "G(psi(4230) --> J/psi eta) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G01"
    },
    {
        "description": "G(psi(4230) --> J/psi eta') * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R34"
    },
    {
        "description": "G(psi(4230) --> psi(2S) pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G7"
    },
    {
        "description": "G(psi(4230) --> chi_c0 omega) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\omega}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G05"
    },
    {
        "description": "G(psi(4230) --> h_c(1P) pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R47"
    },
    {
        "description": "G(psi(4230) --> phi pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G2"
    },
    {
        "description": "G(psi(4230) --> phi f_0(980) --> phi pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G6"
    },
    {
        "description": "G(psi(4230) --> phi K+ K-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R63"
    },
    {
        "description": "G(psi(4230) --> phi K0S K0S) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R64"
    },
    {
        "description": "G(psi(4230) --> phi eta') * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R61"
    },
    {
        "description": "G(psi(4230) --> D*0 D*- pi+) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R65"
    },
    {
        "description": "G(psi(4230) --> omega pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R62"
    },
    {
        "description": "G(psi(4230) --> pi+ pi+ pi- pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R37"
    },
    {
        "description": "G(psi(4230) --> pi+ pi+ pi- pi- pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R38"
    },
    {
        "description": "G(psi(4230) --> K0S K+- pi-+) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G4"
    },
    {
        "description": "G(psi(4230) --> K0S K+- pi-+ pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R31"
    },
    {
        "description": "G(psi(4230) --> K0S K+- pi-+ eta) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R32"
    },
    {
        "description": "G(psi(4230) --> K+ K- pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G5"
    },
    {
        "description": "G(psi(4230) --> K+ K- pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R39"
    },
    {
        "description": "G(psi(4230) --> K+ K- pi+ pi- pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R40"
    },
    {
        "description": "G(psi(4230) --> K+ K+ K- K-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R41"
    },
    {
        "description": "G(psi(4230) --> K+ K+ K- K- pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R42"
    },
    {
        "description": "G(psi(4230) --> p pbar pi+ pi-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R43"
    },
    {
        "description": "G(psi(4230) --> p pbar pi+ pi- pi0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R44"
    },
    {
        "description": "G(psi(4230) --> Lambda Lambdabar) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R36"
    },
    {
        "description": "G(psi(4230) --> Sigma+ Sigmabar-) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R69"
    },
    {
        "description": "G(psi(4230) --> Xi0 Xibar0) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R72"
    },
    {
        "description": "G(psi(4230) --> Xi- Xibar+) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R35"
    },
    {
        "description": "G(psi(4230) --> p K- Lambdabar + c.c.) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R67"
    },
    {
        "description": "G(psi(4230) --> Lambda Xibar+ K- + c.c.) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R70"
    },
    {
        "description": "G(psi(4230) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R71"
    },
    {
        "description": "G(psi(4230) --> chi_c1 gamma) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G03"
    },
    {
        "description": "G(psi(4230) --> chi_c2 gamma) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074G04"
    },
    {
        "description": "G(psi(4230) --> D0 D*(2010)- pi+ +c.c.)/G(total) * G(psi(4230) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R11"
    },
    {
        "description": "G(psi(4230) --> eta_c(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R56"
    },
    {
        "description": "G(psi(4230) --> eta_c(1S) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R55"
    },
    {
        "description": "G(psi(4230) --> J/psi pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R51"
    },
    {
        "description": "G(psi(4230) --> J/psi f_0(980)  ,  f_0(980) --> pi+ pi-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R02"
    },
    {
        "description": "G(psi(4230) --> T_c_cbar_1(3900)+- pi-+  ,  T_c_cbar_1+- --> J/psi pi+-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R01"
    },
    {
        "description": "G(psi(4230) --> J/psi pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R50"
    },
    {
        "description": "G(psi(4230) --> J/psi K0S K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R27"
    },
    {
        "description": "G(psi(4230) --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R52"
    },
    {
        "description": "G(psi(4230) --> J/psi eta pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R28"
    },
    {
        "description": "G(psi(4230) --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R53"
    },
    {
        "description": "G(psi(4230) --> psi(2S) pi+ pi-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R30"
    },
    {
        "description": "G(psi(4230) --> chi_c0 omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R48"
    },
    {
        "description": "G(psi(4230) --> h_c(1P) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R49"
    },
    {
        "description": "G(psi(4230) --> h_c(1P) pi+ pi-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R25"
    },
    {
        "description": "G(psi(4230) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R68"
    },
    {
        "description": "G(psi(4230) --> D Dbar)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R2"
    },
    {
        "description": "G(psi(4230) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R12"
    },
    {
        "description": "G(psi(4230) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R13"
    },
    {
        "description": "G(psi(4230) --> D* Dbar +c.c.)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ +c.c.$)/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R03"
    },
    {
        "description": "G(psi(4230) --> D*(2007)0 Dbar0 +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R14"
    },
    {
        "description": "G(psi(4230) --> D*(2010)+ D- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R15"
    },
    {
        "description": "G(psi(4230) --> D* Dbar*)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R04"
    },
    {
        "description": "G(psi(4230) --> D*(2007)0 Dbar*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R17"
    },
    {
        "description": "G(psi(4230) --> D*(2010)+ D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R18"
    },
    {
        "description": "G(psi(4230) --> D0 D- pi+ +c.c. (excl. D*(2007)0 Dbar*0 +c.c. , D*(2010)+ D- +c.c.))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*0}}$  +c.c. , ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$  +c.c.)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R16"
    },
    {
        "description": "G(psi(4230) --> D Dbar* pi +c.c. (excl. D* Dbar*))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$ +c.c. (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$ )$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R22"
    },
    {
        "description": "G(psi(4230) --> D Dbar* pi +c.c. (excl. D* Dbar*))/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$ +c.c. (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$ )$)/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R05"
    },
    {
        "description": "G(psi(4230) --> D0 D*(2010)- pi+ +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R54"
    },
    {
        "description": "G(psi(4230) --> D0 D*(2010)- pi+ +c.c.)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.$)/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R10"
    },
    {
        "description": "G(psi(4230) --> D_1(2420) Dbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R33"
    },
    {
        "description": "G(psi(4230) --> D* Dbar* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R24"
    },
    {
        "description": "G(psi(4230) --> D* Dbar* pi)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R06"
    },
    {
        "description": "G(psi(4230) --> D_s+ D_s-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R19"
    },
    {
        "description": "G(psi(4230) --> D_s+ D_s-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R07"
    },
    {
        "description": "G(psi(4230) --> D_s*+ D_s- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R20"
    },
    {
        "description": "G(psi(4230) --> D_s*+ D_s- +c.c.)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.$)/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R08"
    },
    {
        "description": "G(psi(4230) --> D_s*+ D_s*-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R21"
    },
    {
        "description": "G(psi(4230) --> D_s*+ D_s*-)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R09"
    },
    {
        "description": "G(psi(4230) --> p pbar)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R1"
    },
    {
        "description": "G(psi(4230) --> p pbar pi0)/G(psi(4230) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M074R00"
    },
    {
        "description": "G(psi(4230) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R45"
    },
    {
        "description": "G(psi(4230) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R46"
    },
    {
        "description": "G(psi(4230) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R59"
    },
    {
        "description": "G(psi(4230) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R60"
    },
    {
        "description": "G(psi(4230) --> p pbar p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R58"
    },
    {
        "description": "G(psi(4230) --> eta_c(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R29"
    },
    {
        "description": "G(psi(4230) --> eta_c(1S) pi0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R57"
    },
    {
        "description": "G(psi(4230) --> chi_c1(3872) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M074R26"
    },
    {
        "description": "psi(4230) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M074.1"
    },
    {
        "description": "psi(4230) --> mu+ mu-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M074.63"
    },
    {
        "description": "psi(4230) --> eta_c(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.65"
    },
    {
        "description": "psi(4230) --> eta_c(1S) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.64"
    },
    {
        "description": "psi(4230) --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.2"
    },
    {
        "description": "psi(4230) --> J/psi f_0(980) , f_0(980) --> pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit f}_{{{0}}}{(980)}}$  ,   ${{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.41"
    },
    {
        "description": "psi(4230) --> T_c_cbar_1(3900)+- pi-+ , T_c_cbar_1()+- --> J/psi pi+-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$  ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}^{\\pm}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M074.43"
    },
    {
        "description": "psi(4230) --> J/psi pi0 pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.4"
    },
    {
        "description": "psi(4230) --> J/psi K+ K-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M074.5"
    },
    {
        "description": "psi(4230) --> J/psi K0S K0S",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M074.44"
    },
    {
        "description": "psi(4230) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M074.6"
    },
    {
        "description": "psi(4230) --> J/psi pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.7"
    },
    {
        "description": "psi(4230) --> J/psi eta^'",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M074.8"
    },
    {
        "description": "psi(4230) --> J/psi pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.9"
    },
    {
        "description": "psi(4230) --> J/psi eta pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.45"
    },
    {
        "description": "psi(4230) --> J/psi eta eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M074.10"
    },
    {
        "description": "psi(4230) --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.11"
    },
    {
        "description": "psi(4230) --> psi(2S) eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}}$",
        "pdgId": "M074.12"
    },
    {
        "description": "psi(4230) --> chi_c0() omega",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}{{\\mathit \\omega}}$",
        "pdgId": "M074.13"
    },
    {
        "description": "psi(4230) --> chi_c1 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.16"
    },
    {
        "description": "psi(4230) --> chi_c2 pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.17"
    },
    {
        "description": "psi(4230) --> h_c(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.40"
    },
    {
        "description": "psi(4230) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.18"
    },
    {
        "description": "psi(4230) --> phi f_0(980) --> phi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{0}}}{(980)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.22"
    },
    {
        "description": "psi(4230) --> phi K+ K-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M074.72"
    },
    {
        "description": "psi(4230) --> phi K0S K0S",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}_S^0}$  ${{\\mathit K}_S^0}$",
        "pdgId": "M074.73"
    },
    {
        "description": "psi(4230) --> phi eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M074.76"
    },
    {
        "description": "psi(4230) --> phi eta^'",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M074.70"
    },
    {
        "description": "psi(4230) --> D Dbar",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M074.19"
    },
    {
        "description": "psi(4230) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M074.31"
    },
    {
        "description": "psi(4230) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M074.32"
    },
    {
        "description": "psi(4230) --> D^*() Dbar +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ +c.c.",
        "pdgId": "M074.23"
    },
    {
        "description": "psi(4230) --> D^*(2007)0 Dbar0 +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ +c.c.",
        "pdgId": "M074.33"
    },
    {
        "description": "psi(4230) --> D^*(2010)+ D- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.",
        "pdgId": "M074.34"
    },
    {
        "description": "psi(4230) --> D^*() Dbar^*()",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M074.24"
    },
    {
        "description": "psi(4230) --> D^*(2007)0 Dbar^*(2007)0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$",
        "pdgId": "M074.35"
    },
    {
        "description": "psi(4230) --> D^*(2010)+ D^*(2010)-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "M074.36"
    },
    {
        "description": "psi(4230) --> D Dbar pi +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}{{\\mathit \\pi}}$ +c.c.",
        "pdgId": "M074.37"
    },
    {
        "description": "psi(4230) --> D0 D- pi+ +c.c. (excl. D^*(2007)0 Dbar^*()0 +c.c., D^*(2010)+ D- +c.c.)",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c. (excl. ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*0}}$ +c.c. ,  ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.)",
        "pdgId": "M074.38"
    },
    {
        "description": "psi(4230) --> D Dbar^*() pi +c.c. (excl. D^*() Dbar^*())",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$ +c.c. (excl. ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$)",
        "pdgId": "M074.25"
    },
    {
        "description": "psi(4230) --> D0 D^*(2010)- pi+ +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*}{(2010)}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.",
        "pdgId": "M074.30"
    },
    {
        "description": "psi(4230) --> D_1(2420) Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M074.50"
    },
    {
        "description": "psi(4230) --> D^*() Dbar^*() pi",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M074.26"
    },
    {
        "description": "psi(4230) --> D^*()0 D^*()- pi+",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M074.74"
    },
    {
        "description": "psi(4230) --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "M074.27"
    },
    {
        "description": "psi(4230) --> D_s^*()+ D_s()- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.",
        "pdgId": "M074.28"
    },
    {
        "description": "psi(4230) --> D_s^*()+ D_s^*()-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}}$",
        "pdgId": "M074.29"
    },
    {
        "description": "psi(4230) --> p pbar",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M074.3"
    },
    {
        "description": "psi(4230) --> p pbar pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.46"
    },
    {
        "description": "psi(4230) --> p pbar eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M074.61"
    },
    {
        "description": "psi(4230) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.71"
    },
    {
        "description": "psi(4230) --> p pbar omega",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M074.62"
    },
    {
        "description": "psi(4230) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M074.80"
    },
    {
        "description": "psi(4230) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M074.51"
    },
    {
        "description": "psi(4230) --> pi+ pi+ pi- pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.53"
    },
    {
        "description": "psi(4230) --> pi+ pi+ pi- pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.54"
    },
    {
        "description": "psi(4230) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.68"
    },
    {
        "description": "psi(4230) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M074.69"
    },
    {
        "description": "psi(4230) --> K0S K+- pi-+",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M074.20"
    },
    {
        "description": "psi(4230) --> K0S K+- pi-+ pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.48"
    },
    {
        "description": "psi(4230) --> K0S K+- pi-+ eta",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{\\pm}}{{\\mathit \\pi}^{\\mp}}{{\\mathit \\eta}}$",
        "pdgId": "M074.49"
    },
    {
        "description": "psi(4230) --> K+ K- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.21"
    },
    {
        "description": "psi(4230) --> K+ K- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.55"
    },
    {
        "description": "psi(4230) --> K+ K- pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.56"
    },
    {
        "description": "psi(4230) --> K+ K+ K- K-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}$",
        "pdgId": "M074.57"
    },
    {
        "description": "psi(4230) --> K+ K+ K- K- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.58"
    },
    {
        "description": "psi(4230) --> p pbar pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M074.59"
    },
    {
        "description": "psi(4230) --> p pbar pi+ pi- pi0",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M074.60"
    },
    {
        "description": "psi(4230) --> p pbar p pbar",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M074.67"
    },
    {
        "description": "psi(4230) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M074.52"
    },
    {
        "description": "psi(4230) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M074.77"
    },
    {
        "description": "psi(4230) --> p K- Lambdabar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M074.75"
    },
    {
        "description": "psi(4230) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M074.78"
    },
    {
        "description": "psi(4230) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M074.79"
    },
    {
        "description": "psi(4230) --> eta_c(1S) gamma",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M074.47"
    },
    {
        "description": "psi(4230) --> eta_c(1S) pi0 gamma",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "M074.66"
    },
    {
        "description": "psi(4230) --> chi_c1 gamma",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M074.14"
    },
    {
        "description": "psi(4230) --> chi_c2 gamma",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M074.15"
    },
    {
        "description": "psi(4230) --> chi_c1(3872) gamma",
        "description_tex": "${{\\mathit \\psi}{(4230)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}{{\\mathit \\gamma}}$",
        "pdgId": "M074.42"
    },
    {
        "description": "chi_c1(4274)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4274)}}$",
        "pdgId": "M233"
    },
    {
        "description": "chi_c1(4274) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4274)}}$ MASS",
        "pdgId": "M233M"
    },
    {
        "description": "chi_c1(4274) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4274)}}$ WIDTH",
        "pdgId": "M233W"
    },
    {
        "description": "G(chi_c1(4274) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4274)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M233R01"
    },
    {
        "description": "chi_c1(4274) --> J/psi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4274)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M233.1"
    },
    {
        "description": "X(4350)",
        "description_tex": "${{\\mathit X}{(4350)}}$",
        "pdgId": "M194"
    },
    {
        "description": "X(4350) MASS",
        "description_tex": "${{\\mathit X}{(4350)}}$ MASS",
        "pdgId": "M194M"
    },
    {
        "description": "X(4350) WIDTH",
        "description_tex": "${{\\mathit X}{(4350)}}$ WIDTH",
        "pdgId": "M194W"
    },
    {
        "description": "G(X(4350) --> gamma gamma) * G(X(4350) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M194G01"
    },
    {
        "description": "G(X(4350) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M194R01"
    },
    {
        "description": "G(X(4350) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M194R02"
    },
    {
        "description": "X(4350) --> J/psi phi",
        "description_tex": "${{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M194.1"
    },
    {
        "description": "X(4350) --> gamma gamma",
        "description_tex": "${{\\mathit X}{(4350)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M194.2"
    },
    {
        "description": "psi(4360)",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$",
        "pdgId": "M181"
    },
    {
        "description": "psi(4360) MASS",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$ MASS",
        "pdgId": "M181M"
    },
    {
        "description": "psi(4360) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$ WIDTH",
        "pdgId": "M181W"
    },
    {
        "description": "G(psi(4360) --> h_c pi+ pi-) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R11"
    },
    {
        "description": "G(psi(4360) --> psi(2S) pi+ pi-) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181G1"
    },
    {
        "description": "G(psi(4360) --> J/psi eta) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181G01"
    },
    {
        "description": "G(psi(4360) --> chi_c1 gamma) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181G02"
    },
    {
        "description": "G(psi(4360) --> chi_c2 gamma) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181G03"
    },
    {
        "description": "G(psi(4360) --> Sigma+ Sigmabar-) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R19"
    },
    {
        "description": "G(psi(4360) --> Xi0 Xibar0) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R22"
    },
    {
        "description": "G(psi(4360) --> Xi- Xibar+) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R15"
    },
    {
        "description": "G(psi(4360) --> p K- Lambdabar + c.c.) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R17"
    },
    {
        "description": "G(psi(4360) --> Lambda Xibar+ K- + c.c.) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R20"
    },
    {
        "description": "G(psi(4360) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R21"
    },
    {
        "description": "G(psi(4360) --> h_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R08"
    },
    {
        "description": "G(psi(4360) --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R00"
    },
    {
        "description": "G(psi(4360) --> psi(2S) pi+ pi-)/G(psi(4360) --> J/psi pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M181R04"
    },
    {
        "description": "G(psi(4360) --> psi(3770) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R06"
    },
    {
        "description": "G(psi(4360) --> psi_2(3823) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R03"
    },
    {
        "description": "G(psi(4360) --> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R07"
    },
    {
        "description": "G(psi(4360) --> D0 D*- pi+)/G(total) * G(psi(4360) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R02"
    },
    {
        "description": "G(psi(4360) --> D0 D*- pi+)/G(psi(4360) --> psi(2S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M181R01"
    },
    {
        "description": "G(psi(4360) --> D+ D- pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R14"
    },
    {
        "description": "G(psi(4360) --> D_1(2420) Dbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R05"
    },
    {
        "description": "G(psi(4360) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R18"
    },
    {
        "description": "G(psi(4360) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R12"
    },
    {
        "description": "G(psi(4360) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R13"
    },
    {
        "description": "G(psi(4360) --> p pbar eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R09"
    },
    {
        "description": "G(psi(4360) --> p pbar omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M181R10"
    },
    {
        "description": "psi(4360) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M181.1"
    },
    {
        "description": "psi(4360) --> h_c pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.12"
    },
    {
        "description": "psi(4360) --> J/psi pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.8"
    },
    {
        "description": "psi(4360) --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.2"
    },
    {
        "description": "psi(4360) --> psi(3770) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.11"
    },
    {
        "description": "psi(4360) --> psi_2(3823) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.5"
    },
    {
        "description": "psi(4360) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M181.4"
    },
    {
        "description": "psi(4360) --> D0 D^*()- pi+",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M181.3"
    },
    {
        "description": "psi(4360) --> D+ D- pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M181.17"
    },
    {
        "description": "psi(4360) --> D_1(2420) Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M181.10"
    },
    {
        "description": "psi(4360) --> phi eta",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M181.20"
    },
    {
        "description": "psi(4360) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M181.15"
    },
    {
        "description": "psi(4360) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M181.16"
    },
    {
        "description": "psi(4360) --> p pbar eta",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\eta}}$",
        "pdgId": "M181.13"
    },
    {
        "description": "psi(4360) --> p pbar omega",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}{{\\mathit \\omega}}$",
        "pdgId": "M181.14"
    },
    {
        "description": "psi(4360) --> chi_c1() gamma",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M181.6"
    },
    {
        "description": "psi(4360) --> chi_c2() gamma",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M181.7"
    },
    {
        "description": "psi(4360) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M181.21"
    },
    {
        "description": "psi(4360) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M181.24"
    },
    {
        "description": "psi(4360) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M181.18"
    },
    {
        "description": "psi(4360) --> p K- Lambdabar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M181.19"
    },
    {
        "description": "psi(4360) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M181.22"
    },
    {
        "description": "psi(4360) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4360)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M181.23"
    },
    {
        "description": "psi(4415)",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$",
        "pdgId": "M073"
    },
    {
        "description": "psi(4415) MASS",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$ MASS",
        "pdgId": "M073M"
    },
    {
        "description": "psi(4415) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$ WIDTH",
        "pdgId": "M073W"
    },
    {
        "description": "G(psi(4415) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M073W1"
    },
    {
        "description": "G(psi(4415) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M073W2"
    },
    {
        "description": "G(psi(4415) --> omega chi_c2) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{c2}}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R22"
    },
    {
        "description": "G(psi(4415) --> J/psi eta) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073G01"
    },
    {
        "description": "G(psi(4415) --> chi_c1 gamma) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073G02"
    },
    {
        "description": "G(psi(4415) --> chi_c2 gamma) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073G03"
    },
    {
        "description": "G(psi(4415) --> Lambda Lambdabar) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R16"
    },
    {
        "description": "G(psi(4415) --> Sigma+ Sigmabar-) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R23"
    },
    {
        "description": "G(psi(4415) --> Xi0 Xibar0) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R26"
    },
    {
        "description": "G(psi(4415) --> Xi- Xibar+) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R19"
    },
    {
        "description": "G(psi(4415) --> p K- Lambdabar + c.c.) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R21"
    },
    {
        "description": "G(psi(4415) --> Lambda Xibar+ K- + c.c.) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R24"
    },
    {
        "description": "G(psi(4415) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R25"
    },
    {
        "description": "G(psi(4415) --> D0 D*- pi+ +c.c.)/G(total) * G(psi(4415) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c.$)/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R01"
    },
    {
        "description": "G(psi(4415) --> D0 Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R04"
    },
    {
        "description": "G(psi(4415) --> D+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R05"
    },
    {
        "description": "G(psi(4415) --> D*(2007)0 Dbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R06"
    },
    {
        "description": "G(psi(4415) --> D*(2010)+ D- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R07"
    },
    {
        "description": "G(psi(4415) --> D Dbar)/G(psi(4415) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}})/\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M073R02"
    },
    {
        "description": "G(psi(4415) --> D* Dbar + c.c.)/G(psi(4415) --> D* Dbar*)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})$",
        "pdgId": "M073R03"
    },
    {
        "description": "G(psi(4415) --> D*(2007)0 Dbar*(2007)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R08"
    },
    {
        "description": "G(psi(4415) --> D*(2010)+ D*(2010)- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R09"
    },
    {
        "description": "G(psi(4415) --> D Dbar_2*(2460) --> D0 D- pi+ +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R3"
    },
    {
        "description": "G(psi(4415) --> D0 D- pi+ (excl. D*(2010)+ D- +c.c.)/G(psi(4415) --> D Dbar_2*(2460) --> D0 D- pi+ +c.c.)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.$)/\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.$)$",
        "pdgId": "M073R4"
    },
    {
        "description": "G(psi(4415) --> D_1(2420) Dbar + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R15"
    },
    {
        "description": "G(psi(4415) --> D_s+ D_s-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R10"
    },
    {
        "description": "G(psi(4415) --> D_s*+ D_s- +c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R11"
    },
    {
        "description": "G(psi(4415) --> D_s*+ D_s*-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R12"
    },
    {
        "description": "G(psi(4415) --> psi_2(3823) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R13"
    },
    {
        "description": "G(psi(4415) --> psi(3770) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R14"
    },
    {
        "description": "G(psi(4415) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R17"
    },
    {
        "description": "G(psi(4415) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M073R18"
    },
    {
        "description": "psi(4415) --> D Dbar",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}}$",
        "pdgId": "M073.7"
    },
    {
        "description": "psi(4415) --> D0 Dbar0",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M073.8"
    },
    {
        "description": "psi(4415) --> D+ D-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{-}}$",
        "pdgId": "M073.9"
    },
    {
        "description": "psi(4415) --> D^* Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M073.10"
    },
    {
        "description": "psi(4415) --> D^*(2007)0 Dbar0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{0}}$ + c.c.",
        "pdgId": "M073.11"
    },
    {
        "description": "psi(4415) --> D^*(2010)+ D- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ + c.c.",
        "pdgId": "M073.12"
    },
    {
        "description": "psi(4415) --> D^* Dbar^*",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M073.13"
    },
    {
        "description": "psi(4415) --> D^*(2007)0 Dbar^*(2007)0 + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2007)}^{0}}{{\\overline{\\mathit D}}^{*}{(2007)}^{0}}$ + c.c.",
        "pdgId": "M073.14"
    },
    {
        "description": "psi(4415) --> D^*(2010)+ D^*(2010)- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{*}{(2010)}^{-}}$ + c.c.",
        "pdgId": "M073.15"
    },
    {
        "description": "psi(4415) --> D0 D- pi+ (excl. D^*(2010)+ D- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ (excl. ${{\\mathit D}^{*}{(2010)}^{+}}{{\\mathit D}^{-}}$ +c.c.",
        "pdgId": "M073.4"
    },
    {
        "description": "psi(4415) --> D Dbar_2^*(2460) --> D0 D- pi+ +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}_{{{2}}}^{*}{(2460)}}$  $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{-}}{{\\mathit \\pi}^{+}}$ +c.c.",
        "pdgId": "M073.5"
    },
    {
        "description": "psi(4415) --> D0 D^*()- pi+ +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$ +c.c.",
        "pdgId": "M073.6"
    },
    {
        "description": "psi(4415) --> D_1(2420) Dbar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{1}}}{(2420)}}{{\\overline{\\mathit D}}}$ + c.c.",
        "pdgId": "M073.25"
    },
    {
        "description": "psi(4415) --> D_s()+ D_s()-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s}}}^{-}}$",
        "pdgId": "M073.16"
    },
    {
        "description": "psi(4415) --> omega chi_c2()",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M073.20"
    },
    {
        "description": "psi(4415) --> D_s^*()+ D_s()- +c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{-}}$ +c.c.",
        "pdgId": "M073.17"
    },
    {
        "description": "psi(4415) --> D_s^*()+ D_s^*()-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s}}}^{*-}}$",
        "pdgId": "M073.18"
    },
    {
        "description": "psi(4415) --> psi_2(3823) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M073.21"
    },
    {
        "description": "psi(4415) --> psi(3770) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(3770)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M073.24"
    },
    {
        "description": "psi(4415) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M073.19"
    },
    {
        "description": "psi(4415) --> chi_c1() gamma",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M073.22"
    },
    {
        "description": "psi(4415) --> chi_c2() gamma",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M073.23"
    },
    {
        "description": "psi(4415) --> Lambda Lambdabar",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Lambda}}}$",
        "pdgId": "M073.27"
    },
    {
        "description": "psi(4415) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M073.32"
    },
    {
        "description": "psi(4415) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M073.35"
    },
    {
        "description": "psi(4415) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M073.30"
    },
    {
        "description": "psi(4415) --> p K- Lambdabar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M073.31"
    },
    {
        "description": "psi(4415) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M073.33"
    },
    {
        "description": "psi(4415) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M073.34"
    },
    {
        "description": "psi(4415) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M073.28"
    },
    {
        "description": "psi(4415) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M073.29"
    },
    {
        "description": "psi(4415) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M073.1"
    },
    {
        "description": "psi(4415) --> mu+ mu-",
        "description_tex": "${{\\mathit \\psi}{(4415)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M073.26"
    },
    {
        "description": "chi_c0(4500)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4500)}}$",
        "pdgId": "M234"
    },
    {
        "description": "chi_c0(4500) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4500)}}$ MASS",
        "pdgId": "M234M"
    },
    {
        "description": "chi_c0(4500) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4500)}}$ WIDTH",
        "pdgId": "M234W"
    },
    {
        "description": "G(chi_c0(4500) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(4500)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M234R01"
    },
    {
        "description": "chi_c0(4500) --> J/psi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4500)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M234.1"
    },
    {
        "description": "X(4630)",
        "description_tex": "${{\\mathit X}{(4630)}}$",
        "pdgId": "M262"
    },
    {
        "description": "X(4630) MASS",
        "description_tex": "${{\\mathit X}{(4630)}}$ MASS",
        "pdgId": "M262M"
    },
    {
        "description": "X(4630) WIDTH",
        "description_tex": "${{\\mathit X}{(4630)}}$ WIDTH",
        "pdgId": "M262W"
    },
    {
        "description": "G(X(4630) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit X}{(4630)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M262R01"
    },
    {
        "description": "X(4630) --> J/psi phi",
        "description_tex": "${{\\mathit X}{(4630)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M262.1"
    },
    {
        "description": "psi(4660)",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$",
        "pdgId": "M189"
    },
    {
        "description": "psi(4660) MASS",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$ MASS",
        "pdgId": "M189M"
    },
    {
        "description": "psi(4660) WIDTH",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$ WIDTH",
        "pdgId": "M189W"
    },
    {
        "description": "G(psi(4660) --> psi(2S) pi+ pi-) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189G1"
    },
    {
        "description": "G(psi(4660) --> J/psi eta) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189G01"
    },
    {
        "description": "G(psi(4660) --> D*0 D*- pi+) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R10"
    },
    {
        "description": "G(psi(4660) --> chi_c1 gamma) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189G02"
    },
    {
        "description": "G(psi(4660) --> chi_c1 phi) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R08"
    },
    {
        "description": "G(psi(4660) --> chi_c2 gamma) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189G03"
    },
    {
        "description": "G(psi(4660) --> chi_c2 phi) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\phi}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R09"
    },
    {
        "description": "G(psi(4660) --> D_s+ D_s1(2536)-) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R00"
    },
    {
        "description": "G(psi(4660) --> D_s+ D_s2*(2573)-) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R04"
    },
    {
        "description": "G(psi(4660) --> Sigma+ Sigmabar-) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R14"
    },
    {
        "description": "G(psi(4660) --> Xi0 Xibar0) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R17"
    },
    {
        "description": "G(psi(4660) --> Xi- Xibar+) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}})$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R11"
    },
    {
        "description": "G(psi(4660) --> p K- Lambdabar + c.c.) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R13"
    },
    {
        "description": "G(psi(4660) --> Lambda Xibar+ K- + c.c.) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R15"
    },
    {
        "description": "G(psi(4660) --> Sigma0 Xibar+ K- + c.c.) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.$)$ ${\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R16"
    },
    {
        "description": "G(psi(4660) --> D0 D*- pi+)/G(total) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R02"
    },
    {
        "description": "G(psi(4660) --> Lambda_c+ Lambda_c-)/G(total) * G(psi(4660) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R03"
    },
    {
        "description": "G(psi(4660) --> D0 D*- pi+)/G(psi(4660) --> psi(2S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M189R01"
    },
    {
        "description": "G(psi(4660) --> psi_2(3823) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R05"
    },
    {
        "description": "G(psi(4660) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R06"
    },
    {
        "description": "G(psi(4660) --> omega eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M189R07"
    },
    {
        "description": "psi(4660) --> e+ e-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M189.1"
    },
    {
        "description": "psi(4660) --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M189.2"
    },
    {
        "description": "psi(4660) --> J/psi eta",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\eta}}$",
        "pdgId": "M189.4"
    },
    {
        "description": "psi(4660) --> D0 D^*()- pi+",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M189.3"
    },
    {
        "description": "psi(4660) --> D^*()0 D^*()- pi+",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}^{*0}}{{\\mathit D}^{*-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M189.15"
    },
    {
        "description": "psi(4660) --> psi_2(3823) pi+ pi-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\psi}_{{{2}}}{(3823)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M189.10"
    },
    {
        "description": "psi(4660) --> chi_c1() gamma",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M189.6"
    },
    {
        "description": "psi(4660) --> chi_c1 phi",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}{{\\mathit \\phi}}$",
        "pdgId": "M189.13"
    },
    {
        "description": "psi(4660) --> chi_c2() gamma",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\gamma}}$",
        "pdgId": "M189.7"
    },
    {
        "description": "psi(4660) --> chi_c2 phi",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}{{\\mathit \\phi}}$",
        "pdgId": "M189.14"
    },
    {
        "description": "psi(4660) --> Lambda_c()+ Lambda_c()-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}_{{{c}}}^{+}}{{\\mathit \\Lambda}_{{{c}}}^{-}}$",
        "pdgId": "M189.5"
    },
    {
        "description": "psi(4660) --> D_s()+ D_s1(2536)-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$",
        "pdgId": "M189.8"
    },
    {
        "description": "psi(4660) --> D_s()+ D_s2^*(2573)-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$",
        "pdgId": "M189.9"
    },
    {
        "description": "psi(4660) --> omega pi0",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M189.11"
    },
    {
        "description": "psi(4660) --> omega eta",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\eta}}$",
        "pdgId": "M189.12"
    },
    {
        "description": "psi(4660) --> Sigma+ Sigmabar-",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\overline{\\mathit \\Sigma}}^{-}}$",
        "pdgId": "M189.18"
    },
    {
        "description": "psi(4660) --> Xi0 Xibar0",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{0}}{{\\overline{\\mathit \\Xi}}^{0}}$",
        "pdgId": "M189.21"
    },
    {
        "description": "psi(4660) --> Xi- Xibar+",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Xi}^{-}}{{\\overline{\\mathit \\Xi}}^{+}}$",
        "pdgId": "M189.16"
    },
    {
        "description": "psi(4660) --> p K- Lambdabar + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit K}^{-}}{{\\overline{\\mathit \\Lambda}}}$ + c.c.",
        "pdgId": "M189.17"
    },
    {
        "description": "psi(4660) --> Lambda Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M189.19"
    },
    {
        "description": "psi(4660) --> Sigma0 Xibar+ K- + c.c.",
        "description_tex": "${{\\mathit \\psi}{(4660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\overline{\\mathit \\Xi}}^{+}}{{\\mathit K}^{-}}$ + c.c.",
        "pdgId": "M189.20"
    },
    {
        "description": "chi_c1(4685)",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4685)}}$",
        "pdgId": "M261"
    },
    {
        "description": "chi_c1(4685) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4685)}}$ MASS",
        "pdgId": "M261M"
    },
    {
        "description": "chi_c1(4685) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4685)}}$ WIDTH",
        "pdgId": "M261W"
    },
    {
        "description": "G(chi_c1(4685) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c1}}}{(4685)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M261R01"
    },
    {
        "description": "chi_c1(4685) --> J/psi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c1}}}{(4685)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M261.1"
    },
    {
        "description": "chi_c0(4700)",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4700)}}$",
        "pdgId": "M235"
    },
    {
        "description": "chi_c0(4700) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4700)}}$ MASS",
        "pdgId": "M235M"
    },
    {
        "description": "chi_c0(4700) WIDTH",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4700)}}$ WIDTH",
        "pdgId": "M235W"
    },
    {
        "description": "G(chi_c0(4700) --> J/psi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{c0}}}{(4700)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M235R01"
    },
    {
        "description": "chi_c0(4700) --> J/psi phi",
        "description_tex": "${{\\mathit \\chi}_{{{c0}}}{(4700)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\phi}}$",
        "pdgId": "M235.1"
    },
    {
        "description": "Bottomonium",
        "description_tex": "Bottomonium",
        "pdgId": "M849"
    },
    {
        "description": "eta_b(1S)",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$",
        "pdgId": "M171"
    },
    {
        "description": "eta_b(1S) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$ MASS",
        "pdgId": "M171M"
    },
    {
        "description": "mass(Upsilon(1S))-mass(eta_b)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Upsilon}{(1S)}}}-{\\mathit m}_{{{\\mathit \\eta}_{{{b}}}}}$",
        "pdgId": "M171M2"
    },
    {
        "description": "gamma ENERGY IN Upsilon(3S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(3S)}}$ DECAY",
        "pdgId": "M171DM"
    },
    {
        "description": "gamma ENERGY IN Upsilon(2S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(2S)}}$ DECAY",
        "pdgId": "M171U2S"
    },
    {
        "description": "eta_b(1S) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$ WIDTH",
        "pdgId": "M171W"
    },
    {
        "description": "G(eta_b(1S) --> 3h+ 3h-) * G(eta_b(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  3 ${{\\mathit h}^{+}}$3 ${{\\mathit h}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M171G1"
    },
    {
        "description": "G(eta_b(1S) --> 2h+ 2h-) * G(eta_b(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  2 ${{\\mathit h}^{+}}$2 ${{\\mathit h}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M171G2"
    },
    {
        "description": "G(eta_b(1S) --> 4h+ 4h-) * G(eta_b(1S) --> gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  4 ${{\\mathit h}^{+}}$4 ${{\\mathit h}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M171G3"
    },
    {
        "description": "G(eta_b(1S) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M171R03"
    },
    {
        "description": "G(eta_b(1S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M171R01"
    },
    {
        "description": "G(eta_b(1S) --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M171R02"
    },
    {
        "description": "eta_b(1S) --> hadrons",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M171.7"
    },
    {
        "description": "eta_b(1S) --> 3h+ 3h-",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  3 ${{\\mathit h}^{+}}$3 ${{\\mathit h}^{-}}$",
        "pdgId": "M171.1"
    },
    {
        "description": "eta_b(1S) --> 2h+ 2h-",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  2 ${{\\mathit h}^{+}}$2 ${{\\mathit h}^{-}}$",
        "pdgId": "M171.2"
    },
    {
        "description": "eta_b(1S) --> 4h+ 4h-",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$  4 ${{\\mathit h}^{+}}$4 ${{\\mathit h}^{-}}$",
        "pdgId": "M171.4"
    },
    {
        "description": "eta_b(1S) --> gamma gamma",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M171.3"
    },
    {
        "description": "eta_b(1S) --> mu+ mu-",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M171.5"
    },
    {
        "description": "eta_b(1S) --> tau+ tau-",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M171.6"
    },
    {
        "description": "Upsilon(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M049"
    },
    {
        "description": "Upsilon(1S) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$ MASS",
        "pdgId": "M049M"
    },
    {
        "description": "Upsilon(1S) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$ WIDTH",
        "pdgId": "M049W"
    },
    {
        "description": "G(Upsilon(1S) --> mu+ mu-) * G(Upsilon(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049G1"
    },
    {
        "description": "G(Upsilon(1S) --> hadrons) * G(Upsilon(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   hadrons$)$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049G2"
    },
    {
        "description": "G(Upsilon(1S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M049W2"
    },
    {
        "description": "G(Upsilon(1S) --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R3"
    },
    {
        "description": "G(Upsilon(1S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R2"
    },
    {
        "description": "G(Upsilon(1S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R1"
    },
    {
        "description": "G(Upsilon(1S) --> tau+ tau-)/G(Upsilon(1S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M049R43"
    },
    {
        "description": "G(Upsilon(1S) --> g g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R35"
    },
    {
        "description": "G(Upsilon(1S) --> gamma g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R36"
    },
    {
        "description": "G(Upsilon(1S) --> gamma g g)/G(Upsilon(1S) --> g g g)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})$",
        "pdgId": "M049R37"
    },
    {
        "description": "G(Upsilon(1S) --> eta'(958) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R73"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R12"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R85"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R86"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R87"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R88"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R89"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) X(3940))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(3940)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R90"
    },
    {
        "description": "G(Upsilon(1S) --> J/psi(1S) X(4160))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(4160)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R91"
    },
    {
        "description": "G(Upsilon(1S) --> X(4350)  anything  ,  X --> J/psi(1S) phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(4350)}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P05"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(3900)+-  anything  ,  T_c_cbar_1 --> J/psi(1S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P06"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(4200)+-  anything  ,  Z_c --> J/psi(1S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\pm}}$   anything   ,   ${{\\mathit Z}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P07"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(4430)+-  anything  ,  T_c_cbar_1 --> J/psi(1S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P08"
    },
    {
        "description": "G(Upsilon(1S) --> X_cs+-  anything  ,  X --> J/psi K+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}_{{{cs}}}^{\\pm}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P11"
    },
    {
        "description": "G(Upsilon(1S) --> psi(4230)  anything  ,  psi --> J/psi(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R99"
    },
    {
        "description": "G(Upsilon(1S) --> psi(4230)  anything  ,  psi --> J/psi(1S) K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P03"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c1(4140)  anything  ,  chi_c1 --> J/psi(1S) phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4140)}}$   anything   ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P04"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c0  anything)/G(Upsilon(1S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}$   anything$)/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)$",
        "pdgId": "M049R25"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c1  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P13"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c1  anything)/G(Upsilon(1S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}$   anything$)/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)$",
        "pdgId": "M049R26"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c1(1P) X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P15"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c2  anything)/G(Upsilon(1S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}$   anything$)/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)$",
        "pdgId": "M049R27"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P12"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S)  anything)/G(Upsilon(1S) --> J/psi(1S) anything)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$   anything$)/\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)$",
        "pdgId": "M049R28"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R92"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R93"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R94"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R95"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R96"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) X(3940))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(3940)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R97"
    },
    {
        "description": "G(Upsilon(1S) --> psi(2S) X(4160))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(4160)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R98"
    },
    {
        "description": "G(Upsilon(1S) --> psi(4230)  anything  ,  psi --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P00"
    },
    {
        "description": "G(Upsilon(1S) --> psi(4360)  anything  ,  psi --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4360)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P01"
    },
    {
        "description": "G(Upsilon(1S) --> psi(4660)  anything  ,  psi --> psi(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4660)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P02"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4050)+-  anything  ,  X --> psi(2S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P09"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(4430)+-  anything  ,  T_c_cbar_1 --> psi(2S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P10"
    },
    {
        "description": "G(Upsilon(1S) --> chi_c1(3872)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P31"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(4200)+ T_c_cbar_1(4200)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P17"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(3900)+- T_c_cbar_1(4200)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P18"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(3900)+ T_c_cbar_1(3900)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P19"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4050)+ T_c_cbar(4050)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P20"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4250)+ T_c_cbar(4250)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P21"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4050)+- T_c_cbar(4250)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P22"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar_1(4430)+ T_c_cbar_1(4430)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P23"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4055)+- T_c_cbar(4055)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P25"
    },
    {
        "description": "G(Upsilon(1S) --> T_c_cbar(4055)+- T_c_cbar_1(4430)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P26"
    },
    {
        "description": "G(Upsilon(1S) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R11"
    },
    {
        "description": "G(Upsilon(1S) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R05"
    },
    {
        "description": "G(Upsilon(1S) --> pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R57"
    },
    {
        "description": "G(Upsilon(1S) --> K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R58"
    },
    {
        "description": "G(Upsilon(1S) --> p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R59"
    },
    {
        "description": "G(Upsilon(1S) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R72"
    },
    {
        "description": "G(Upsilon(1S) --> phi K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R75"
    },
    {
        "description": "G(Upsilon(1S) --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R76"
    },
    {
        "description": "G(Upsilon(1S) --> K*(892)0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R77"
    },
    {
        "description": "G(Upsilon(1S) --> phi f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R78"
    },
    {
        "description": "G(Upsilon(1S) --> omega f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R79"
    },
    {
        "description": "G(Upsilon(1S) --> rho(770) a_2(1320))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit a}_{{{2}}}{(1320)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R80"
    },
    {
        "description": "G(Upsilon(1S) --> K*(892)0 Kbar_2*(1430)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R81"
    },
    {
        "description": "G(Upsilon(1S) --> K_1(1270)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R82"
    },
    {
        "description": "G(Upsilon(1S) --> K_1(1400)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R83"
    },
    {
        "description": "G(Upsilon(1S) --> b_1(1235)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R84"
    },
    {
        "description": "G(Upsilon(1S) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R06"
    },
    {
        "description": "G(Upsilon(1S) --> K0S K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R07"
    },
    {
        "description": "G(Upsilon(1S) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R08"
    },
    {
        "description": "G(Upsilon(1S) --> K*(892)- K+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R09"
    },
    {
        "description": "G(Upsilon(1S) --> f_1(1285)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}$  anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P14"
    },
    {
        "description": "G(Upsilon(1S) --> D*(2010)+-  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R32"
    },
    {
        "description": "G(Upsilon(1S) --> f_1(1285) X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P16"
    },
    {
        "description": "G(Upsilon(1S) --> anti-2H  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R33"
    },
    {
        "description": "G(Upsilon(1S) --> Sum of 100 exclusive modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   Sum of 100 exclusive modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R02"
    },
    {
        "description": "Upsilon(1S) BRANCHING RATIOS",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$ BRANCHING RATIOS",
        "pdgId": "M049225"
    },
    {
        "description": "Gamma(g g g, gamma g g --> dbar anything)/Gamma(g g g, gamma g g -->  anything)",
        "description_tex": "$\\Gamma ({{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$, ${{\\mathit \\gamma}}$  ${{\\mathit g}}$  ${{\\mathit g}}$   $\\rightarrow$   ${{\\overline{\\mathit d}}}$ anything)/$\\Gamma ({{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$, ${{\\mathit \\gamma}}$  ${{\\mathit g}}$  ${{\\mathit g}}$   $\\rightarrow$ anything)",
        "pdgId": "M049R34"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R70"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R71"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi pi (S-wave) )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ (S-wave) $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P27"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi0 eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R47"
    },
    {
        "description": "G(Upsilon(1S) --> gamma K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R24"
    },
    {
        "description": "G(Upsilon(1S) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R29"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 2h+ 2h-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit h}^{+}}$2 ${{\\mathit h}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R20"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 3h+ 3h-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3 ${{\\mathit h}^{+}}$3 ${{\\mathit h}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R21"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 4h+ 4h-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$4 ${{\\mathit h}^{+}}$4 ${{\\mathit h}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R22"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi+ pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R14"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 2pi+ 2pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R13"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R17"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R18"
    },
    {
        "description": "G(Upsilon(1S) --> gamma pi+ pi- p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R15"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 2pi+ 2pi- p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R19"
    },
    {
        "description": "G(Upsilon(1S) --> gamma 2K+ 2K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R16"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta'(958))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R55"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R54"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R31"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R52"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R51"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta(1405))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R23"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1500))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R44"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1500) --> gamma K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P29"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1710))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R53"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1710) --> gamma K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R50"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1710) --> gamma pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P28"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1710) --> gamma pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R45"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(1710) --> gamma eta eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R46"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_4(2050))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R30"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_0(2200) --> gamma K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R63"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_J(2220) --> gamma K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R56"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_J(2220) --> gamma pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R41"
    },
    {
        "description": "G(Upsilon(1S) --> gamma f_J(2220) --> gamma p pbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R42"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta(2225) --> gamma phi phi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2225)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}{{\\mathit \\phi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R62"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R38"
    },
    {
        "description": "G(Upsilon(1S) --> gamma eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P30"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R39"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R40"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R48"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c1(3872))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P32"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c1(3872)  ,  chi_c1 --> pi+ pi- pi0 J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R68"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c0(3915) --> omega J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R69"
    },
    {
        "description": "G(Upsilon(1S) --> gamma chi_c1(4140) --> phi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(4140)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R74"
    },
    {
        "description": "G(Upsilon(1S) --> gamma X Xbar  ( m_X< 3.1 GeV))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}{{\\overline{\\mathit X}}}$  (${\\mathit m}_{{{\\mathit X}}}&lt;$ 3.1 GeV)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R61"
    },
    {
        "description": "G(Upsilon(1S) --> gamma X Xbar  ( m_X< 4.5 GeV))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}{{\\overline{\\mathit X}}}$  (${\\mathit m}_{{{\\mathit X}}}&lt;$ 4.5 GeV)$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R01"
    },
    {
        "description": "G(Upsilon(1S) --> gamma X --> gamma  +>=4 prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R64"
    },
    {
        "description": "G(Upsilon(1S) --> gamma A0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R60"
    },
    {
        "description": "G(Upsilon(1S) --> gamma A0 --> gamma mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R65"
    },
    {
        "description": "G(Upsilon(1S) --> gamma A0 --> gamma tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R66"
    },
    {
        "description": "G(Upsilon(1S) --> gamma A0 --> gamma g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R03"
    },
    {
        "description": "G(Upsilon(1S) --> gamma A0 --> gamma s sbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit s}}{{\\overline{\\mathit s}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R04"
    },
    {
        "description": "G(Upsilon(1S) --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P33"
    },
    {
        "description": "G(Upsilon(1S) --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R67"
    },
    {
        "description": "G(Upsilon(1S) --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P34"
    },
    {
        "description": "G(Upsilon(1S) --> gamma e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P35"
    },
    {
        "description": "G(Upsilon(1S) --> gamma mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P36"
    },
    {
        "description": "G(Upsilon(1S) --> gamma e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M049P37"
    },
    {
        "description": "G(Upsilon(1S) --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M049R10"
    },
    {
        "description": "Upsilon(1S) --> tau+ tau-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M049.3"
    },
    {
        "description": "Upsilon(1S) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M049.2"
    },
    {
        "description": "Upsilon(1S) --> mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M049.1"
    },
    {
        "description": "Upsilon(1S) --> g g g",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M049.117"
    },
    {
        "description": "Upsilon(1S) --> gamma g g",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M049.118"
    },
    {
        "description": "Upsilon(1S) --> eta^'(958) anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\eta}^{\\,'}{(958)}}$   anything",
        "pdgId": "M049.73"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything",
        "pdgId": "M049.12"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) eta_c",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M049.146"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M049.147"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M049.148"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M049.149"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) eta_c(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M049.150"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) X(3940)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(3940)}}$",
        "pdgId": "M049.151"
    },
    {
        "description": "Upsilon(1S) --> J/psi(1S) X(4160)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(4160)}}$",
        "pdgId": "M049.152"
    },
    {
        "description": "Upsilon(1S) --> X(4350)  anything , X --> J/psi(1S) phi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}{(4350)}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "M049.167"
    },
    {
        "description": "Upsilon(1S) --> T_{c_cbar_1}(3900)+-  anything , T_{c_cbar_1} --> J/psi(1S) pi+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M049.168"
    },
    {
        "description": "Upsilon(1S) --> T_{c_cbar_1}(4200)+-  anything , Z_c --> J/psi(1S) pi+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\pm}}$   anything   ,   ${{\\mathit Z}_{{{c}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M049.169"
    },
    {
        "description": "Upsilon(1S) --> T_{c_cbar_1}(4430)+-  anything , T_{c_cbar_1} --> J/psi(1S) pi+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M049.170"
    },
    {
        "description": "Upsilon(1S) --> X_cs()+-  anything , X --> J/psi K+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit X}_{{{cs}}}^{\\pm}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{\\pm}}$",
        "pdgId": "M049.173"
    },
    {
        "description": "Upsilon(1S) --> psi(4230)  anything , psi --> J/psi(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.161"
    },
    {
        "description": "Upsilon(1S) --> psi(4230)  anything , psi --> J/psi(1S) K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.165"
    },
    {
        "description": "Upsilon(1S) --> chi_c1(4140)  anything , chi_c1 --> J/psi(1S) phi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(4140)}}$   anything   ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\phi}}$",
        "pdgId": "M049.166"
    },
    {
        "description": "Upsilon(1S) --> chi_c0()  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c0}}}}$   anything",
        "pdgId": "M049.5"
    },
    {
        "description": "Upsilon(1S) --> chi_c1()  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}$   anything",
        "pdgId": "M049.6"
    },
    {
        "description": "Upsilon(1S) --> chi_c1(1P) X_tetra",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M049.175"
    },
    {
        "description": "Upsilon(1S) --> chi_c2()  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}$   anything",
        "pdgId": "M049.7"
    },
    {
        "description": "Upsilon(1S) --> psi(2S)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}$   anything",
        "pdgId": "M049.8"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) eta_c",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M049.153"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M049.154"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M049.155"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M049.156"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) eta_c(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M049.157"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) X(3940)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(3940)}}$",
        "pdgId": "M049.158"
    },
    {
        "description": "Upsilon(1S) --> psi(2S) X(4160)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(4160)}}$",
        "pdgId": "M049.159"
    },
    {
        "description": "Upsilon(1S) --> psi(4230)  anything , psi --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4230)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.162"
    },
    {
        "description": "Upsilon(1S) --> psi(4360)  anything , psi --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4360)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.163"
    },
    {
        "description": "Upsilon(1S) --> psi(4660)  anything , psi --> psi(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(4660)}}$   anything   ,   ${{\\mathit \\psi}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.164"
    },
    {
        "description": "Upsilon(1S) --> T_{c_cbar}(4050)+-  anything , X --> psi(2S) pi+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}$   anything   ,   ${{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M049.171"
    },
    {
        "description": "Upsilon(1S) --> T_{c_cbar_1}(4430)+-  anything , T_{c_cbar_1} --> psi(2S) pi+-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\pm}}$   anything   ,   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}}$  $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M049.172"
    },
    {
        "description": "Upsilon(1S) --> chi_c1(3872)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(3872)}}$  anything",
        "pdgId": "M049.194"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar_1(4200)+ T_c_cbar_1(4200)-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{-}}$",
        "pdgId": "M049.178"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar_1(3900)+- T_c_cbar_1(4200)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\mp}}$",
        "pdgId": "M049.179"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar_1(3900)+ T_c_cbar_1(3900)-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{-}}$",
        "pdgId": "M049.180"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar(4050)+ T_c_cbar(4050)-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}}$",
        "pdgId": "M049.181"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar(4250)+ T_c_cbar(4250)-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}}$",
        "pdgId": "M049.182"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar(4050)+- T_c_cbar(4250)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{\\mp}}$",
        "pdgId": "M049.183"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar_1(4430)+ T_c_cbar_1(4430)-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{-}}$",
        "pdgId": "M049.184"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar(4055)+- T_c_cbar(4055)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\mp}}$",
        "pdgId": "M049.186"
    },
    {
        "description": "Upsilon(1S) --> T_c_cbar(4055)+- T_c_cbar_1(4430)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\mp}}$",
        "pdgId": "M049.189"
    },
    {
        "description": "Upsilon(1S) --> rho pi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M049.11"
    },
    {
        "description": "Upsilon(1S) --> omega pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M049.131"
    },
    {
        "description": "Upsilon(1S) --> pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.23"
    },
    {
        "description": "Upsilon(1S) --> K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.24"
    },
    {
        "description": "Upsilon(1S) --> p pbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M049.25"
    },
    {
        "description": "Upsilon(1S) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M049.72"
    },
    {
        "description": "Upsilon(1S) --> phi K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.136"
    },
    {
        "description": "Upsilon(1S) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.137"
    },
    {
        "description": "Upsilon(1S) --> K^*(892)0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M049.138"
    },
    {
        "description": "Upsilon(1S) --> phi f_2^'(1525)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M049.139"
    },
    {
        "description": "Upsilon(1S) --> omega f_2(1270)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M049.140"
    },
    {
        "description": "Upsilon(1S) --> rho(770) a_2(1320)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit a}_{{{2}}}{(1320)}}$",
        "pdgId": "M049.141"
    },
    {
        "description": "Upsilon(1S) --> K^*(892)0 Kbar_2^*(1430)0 + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c.",
        "pdgId": "M049.142"
    },
    {
        "description": "Upsilon(1S) --> K_1(1270)+- K-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M049.143"
    },
    {
        "description": "Upsilon(1S) --> K_1(1400)+- K-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M049.144"
    },
    {
        "description": "Upsilon(1S) --> b_1(1235)+- pi-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M049.145"
    },
    {
        "description": "Upsilon(1S) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M049.132"
    },
    {
        "description": "Upsilon(1S) --> K0S K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M049.133"
    },
    {
        "description": "Upsilon(1S) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M049.134"
    },
    {
        "description": "Upsilon(1S) --> K^*(892)- K+ + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M049.135"
    },
    {
        "description": "Upsilon(1S) --> f_1(1285)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}$  anything",
        "pdgId": "M049.174"
    },
    {
        "description": "Upsilon(1S) --> D^*(2010)+-  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit D}^{*}{(2010)}^{\\pm}}$   anything",
        "pdgId": "M049.30"
    },
    {
        "description": "Upsilon(1S) --> f_1(1285) X_tetra",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M049.176"
    },
    {
        "description": "Upsilon(1S) --> anti-deutron  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything",
        "pdgId": "M049.107"
    },
    {
        "description": "Upsilon(1S) --> Sum of 100 exclusive modes",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   Sum of 100 exclusive modes",
        "pdgId": "M049.128"
    },
    {
        "description": "Upsilon(1S) --> gamma pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.70"
    },
    {
        "description": "Upsilon(1S) --> gamma pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M049.71"
    },
    {
        "description": "Upsilon(1S) --> gamma pi pi (S-wave)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ (S-wave)",
        "pdgId": "M049.190"
    },
    {
        "description": "Upsilon(1S) --> gamma pi0 eta",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\eta}}$",
        "pdgId": "M049.111"
    },
    {
        "description": "Upsilon(1S) --> gamma K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.102"
    },
    {
        "description": "Upsilon(1S) --> gamma p pbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M049.103"
    },
    {
        "description": "Upsilon(1S) --> gamma 2h+ 2h-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit h}^{+}}$2 ${{\\mathit h}^{-}}$",
        "pdgId": "M049.20"
    },
    {
        "description": "Upsilon(1S) --> gamma 3h+ 3h-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3 ${{\\mathit h}^{+}}$3 ${{\\mathit h}^{-}}$",
        "pdgId": "M049.21"
    },
    {
        "description": "Upsilon(1S) --> gamma 4h+ 4h-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$4 ${{\\mathit h}^{+}}$4 ${{\\mathit h}^{-}}$",
        "pdgId": "M049.22"
    },
    {
        "description": "Upsilon(1S) --> gamma pi+ pi- K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.14"
    },
    {
        "description": "Upsilon(1S) --> gamma 2pi+ 2pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.13"
    },
    {
        "description": "Upsilon(1S) --> gamma 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.17"
    },
    {
        "description": "Upsilon(1S) --> gamma 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.18"
    },
    {
        "description": "Upsilon(1S) --> gamma pi+ pi- p pbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M049.15"
    },
    {
        "description": "Upsilon(1S) --> gamma 2pi+ 2pi- p pbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M049.19"
    },
    {
        "description": "Upsilon(1S) --> gamma 2K+ 2K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$2 ${{\\mathit K}^{+}}$2 ${{\\mathit K}^{-}}$",
        "pdgId": "M049.16"
    },
    {
        "description": "Upsilon(1S) --> gamma eta^'(958)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}^{\\,'}{(958)}}$",
        "pdgId": "M049.55"
    },
    {
        "description": "Upsilon(1S) --> gamma eta",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}$",
        "pdgId": "M049.54"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(980)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(980)}}$",
        "pdgId": "M049.105"
    },
    {
        "description": "Upsilon(1S) --> gamma f_2^'(1525)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M049.52"
    },
    {
        "description": "Upsilon(1S) --> gamma f_2(1270)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M049.51"
    },
    {
        "description": "Upsilon(1S) --> gamma eta(1405)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(1405)}}$",
        "pdgId": "M049.65"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1500)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$",
        "pdgId": "M049.108"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1500) --> gamma K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1500)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.192"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1710)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M049.53"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1710) --> gamma K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.112"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1710) --> gamma pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.191"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1710) --> gamma pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M049.109"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(1710) --> gamma eta eta",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\eta}}$",
        "pdgId": "M049.110"
    },
    {
        "description": "Upsilon(1S) --> gamma f_4(2050)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{4}}}{(2050)}}$",
        "pdgId": "M049.104"
    },
    {
        "description": "Upsilon(1S) --> gamma f_0(2200) --> gamma K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.69"
    },
    {
        "description": "Upsilon(1S) --> gamma f_J(2220) --> gamma K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M049.60"
    },
    {
        "description": "Upsilon(1S) --> gamma f_J(2220) --> gamma pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M049.61"
    },
    {
        "description": "Upsilon(1S) --> gamma f_J(2220) --> gamma p pbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit p}}{{\\overline{\\mathit p}}}$",
        "pdgId": "M049.62"
    },
    {
        "description": "Upsilon(1S) --> gamma eta(2225) --> gamma phi phi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}{(2225)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\phi}}{{\\mathit \\phi}}$",
        "pdgId": "M049.68"
    },
    {
        "description": "Upsilon(1S) --> gamma eta_c(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M049.119"
    },
    {
        "description": "Upsilon(1S) --> gamma eta_c(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M049.193"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M049.120"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M049.121"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M049.122"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c1(3872)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$",
        "pdgId": "M049.195"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c1(3872) , chi_c1 --> pi+ pi- pi0 J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}}$",
        "pdgId": "M049.124"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c0(3915) --> omega J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}}$",
        "pdgId": "M049.125"
    },
    {
        "description": "Upsilon(1S) --> gamma chi_c1(4140) --> phi J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(4140)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M049.126"
    },
    {
        "description": "Upsilon(1S) --> gamma X Xbar  (mass(X)< 3.1 GeV)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}{{\\overline{\\mathit X}}}$  (${\\mathit m}_{{{\\mathit X}}}&lt;$ 3.1 GeV)",
        "pdgId": "M049.67"
    },
    {
        "description": "Upsilon(1S) --> gamma X Xbar  (mass(X)< 4.5 GeV)",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}{{\\overline{\\mathit X}}}$  (${\\mathit m}_{{{\\mathit X}}}&lt;$ 4.5 GeV)",
        "pdgId": "M049.127"
    },
    {
        "description": "Upsilon(1S) --> gamma X --> gamma  +>=4 prongs",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs",
        "pdgId": "M049.113"
    },
    {
        "description": "Upsilon(1S) --> gamma A0",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$",
        "pdgId": "M049.66"
    },
    {
        "description": "Upsilon(1S) --> gamma A0 --> gamma mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M049.114"
    },
    {
        "description": "Upsilon(1S) --> gamma A0 --> gamma tau+ tau-",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M049.115"
    },
    {
        "description": "Upsilon(1S) --> gamma A0 --> gamma g g",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M049.129"
    },
    {
        "description": "Upsilon(1S) --> gamma A0 --> gamma s sbar",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit s}}{{\\overline{\\mathit s}}}$",
        "pdgId": "M049.130"
    },
    {
        "description": "Upsilon(1S) --> e+- mu-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "M049.196"
    },
    {
        "description": "Upsilon(1S) --> mu+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M049.116"
    },
    {
        "description": "Upsilon(1S) --> e+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M049.197"
    },
    {
        "description": "Upsilon(1S) --> gamma e+- mu-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "M049.198"
    },
    {
        "description": "Upsilon(1S) --> gamma mu+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M049.199"
    },
    {
        "description": "Upsilon(1S) --> gamma e+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M049.200"
    },
    {
        "description": "Upsilon(1S) --> invisible",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   invisible",
        "pdgId": "M049.106"
    },
    {
        "description": "Upsilon(1S) --> hadrons",
        "description_tex": "${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M049.101"
    },
    {
        "description": "chi_b0(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$",
        "pdgId": "M076"
    },
    {
        "description": "chi_b0(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$ MASS",
        "pdgId": "M076M"
    },
    {
        "description": "mass(chi_b1(1P))-mass(chi_b0(1P))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(1P)}}}-{\\mathit m}_{{{\\mathit \\chi}_{{{b0}}}{(1P)}}}$",
        "pdgId": "M076M2"
    },
    {
        "description": "gamma ENERGY IN Upsilon(2S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(2S)}}$ DECAY",
        "pdgId": "M076DM"
    },
    {
        "description": "G(chi_b0(1P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R1"
    },
    {
        "description": "G(chi_b0(1P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R01"
    },
    {
        "description": "G(chi_b0(1P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R02"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R03"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R04"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R05"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R06"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R07"
    },
    {
        "description": "G(chi_b0(1P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R08"
    },
    {
        "description": "G(chi_b0(1P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R09"
    },
    {
        "description": "G(chi_b0(1P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R10"
    },
    {
        "description": "G(chi_b0(1P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R11"
    },
    {
        "description": "G(chi_b0(1P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R12"
    },
    {
        "description": "G(chi_b0(1P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R13"
    },
    {
        "description": "G(chi_b0(1P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R14"
    },
    {
        "description": "G(chi_b0(1P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R15"
    },
    {
        "description": "G(chi_b0(1P) --> J/psi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R16"
    },
    {
        "description": "G(chi_b0(1P) --> J/psi psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R17"
    },
    {
        "description": "G(chi_b0(1P) --> psi(2S) psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R18"
    },
    {
        "description": "G(chi_b0(1P) --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M076R00"
    },
    {
        "description": "G(chi_b0(1P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(2S) --> gamma chi_b0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M076B02"
    },
    {
        "description": "chi_{{b0}}(1P) CROSS-PARTICLE BRANCHING RATIOS",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$ CROSS-PARTICLE BRANCHING RATIOS",
        "pdgId": "M076230"
    },
    {
        "description": "B(chi_b0(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b0(1P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M076B01"
    },
    {
        "description": "[B(chi_b0(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b0(1P))] / [B(chi_b1(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b1(1P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$)]",
        "pdgId": "M076A01"
    },
    {
        "description": "chi_b0(1P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M076.1"
    },
    {
        "description": "chi_b0(1P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M076.2"
    },
    {
        "description": "chi_b0(1P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.3"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M076.4"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.5"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.6"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M076.7"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.8"
    },
    {
        "description": "chi_b0(1P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.9"
    },
    {
        "description": "chi_b0(1P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.10"
    },
    {
        "description": "chi_b0(1P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M076.11"
    },
    {
        "description": "chi_b0(1P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.12"
    },
    {
        "description": "chi_b0(1P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M076.13"
    },
    {
        "description": "chi_b0(1P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.14"
    },
    {
        "description": "chi_b0(1P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M076.15"
    },
    {
        "description": "chi_b0(1P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M076.16"
    },
    {
        "description": "chi_b0(1P) --> J/psi J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M076.17"
    },
    {
        "description": "chi_b0(1P) --> J/psi psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M076.18"
    },
    {
        "description": "chi_b0(1P) --> psi(2S) psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M076.19"
    },
    {
        "description": "chi_b0(1P) --> J/psi(1S) anything",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything",
        "pdgId": "M076.20"
    },
    {
        "description": "chi_b1(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$",
        "pdgId": "M077"
    },
    {
        "description": "chi_b1(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$ MASS",
        "pdgId": "M077M"
    },
    {
        "description": "mass(chi_b1(1P))-mass(Upsilon(1S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(1P)}}}-{\\mathit m}_{{{\\mathit \\Upsilon}{(1S)}}}$",
        "pdgId": "M077A00"
    },
    {
        "description": "gamma ENERGY IN Upsilon(2S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(2S)}}$ DECAY",
        "pdgId": "M077DM"
    },
    {
        "description": "G(chi_b1(1P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R1"
    },
    {
        "description": "G(chi_b1(1P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R01"
    },
    {
        "description": "G(chi_b1(1P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R02"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R03"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R04"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R05"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R06"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R07"
    },
    {
        "description": "G(chi_b1(1P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R08"
    },
    {
        "description": "G(chi_b1(1P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R09"
    },
    {
        "description": "G(chi_b1(1P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R10"
    },
    {
        "description": "G(chi_b1(1P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R11"
    },
    {
        "description": "G(chi_b1(1P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R12"
    },
    {
        "description": "G(chi_b1(1P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R13"
    },
    {
        "description": "G(chi_b1(1P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R14"
    },
    {
        "description": "G(chi_b1(1P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R15"
    },
    {
        "description": "G(chi_b1(1P) --> omega anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R19"
    },
    {
        "description": "G(chi_b1(1P) --> omega X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R23"
    },
    {
        "description": "G(chi_b1(1P) --> J/psi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R16"
    },
    {
        "description": "G(chi_b1(1P) --> J/psi psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R17"
    },
    {
        "description": "G(chi_b1(1P) --> psi(2S) psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R18"
    },
    {
        "description": "G(chi_b1(1P) --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R00"
    },
    {
        "description": "G(chi_b1(1P) --> J/psi(1S) X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077R22"
    },
    {
        "description": "G(chi_b1(1P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(2S) --> gamma chi_b1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M077B03"
    },
    {
        "description": "chi_{{b1}}(1P) Cross-Particle Branching Ratios",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$ Cross-Particle Branching Ratios",
        "pdgId": "M077230"
    },
    {
        "description": "B(chi_b1(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b1(1P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M077B01"
    },
    {
        "description": "B(chi_b1(1P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b1(1P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M077B02"
    },
    {
        "description": "B(chi_b2(1P) --> p X + pbar X)/B(chi_b1(1P) --> p X + pbar X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}})/B({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}}$)",
        "pdgId": "M077R20"
    },
    {
        "description": "B(chi_b0(1P) --> p X + pbar X)/B(chi_b1(1P) --> p X + pbar X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b0}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}})/B({{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}}$)",
        "pdgId": "M077R21"
    },
    {
        "description": "chi_b1(1P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M077.1"
    },
    {
        "description": "chi_b1(1P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M077.2"
    },
    {
        "description": "chi_b1(1P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.3"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M077.4"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.5"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.6"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M077.7"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.8"
    },
    {
        "description": "chi_b1(1P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.9"
    },
    {
        "description": "chi_b1(1P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.10"
    },
    {
        "description": "chi_b1(1P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M077.11"
    },
    {
        "description": "chi_b1(1P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.12"
    },
    {
        "description": "chi_b1(1P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M077.13"
    },
    {
        "description": "chi_b1(1P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.14"
    },
    {
        "description": "chi_b1(1P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M077.15"
    },
    {
        "description": "chi_b1(1P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M077.16"
    },
    {
        "description": "chi_b1(1P) --> omega anything",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}$ anything",
        "pdgId": "M077.21"
    },
    {
        "description": "chi_b1(1P) --> omega X_tetra",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M077.22"
    },
    {
        "description": "chi_b1(1P) --> J/psi J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M077.17"
    },
    {
        "description": "chi_b1(1P) --> J/psi psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M077.18"
    },
    {
        "description": "chi_b1(1P) --> psi(2S) psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M077.19"
    },
    {
        "description": "chi_b1(1P) --> J/psi(1S) anything",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything",
        "pdgId": "M077.20"
    },
    {
        "description": "chi_b1(1P) --> J/psi(1S) X_tetra",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M077.23"
    },
    {
        "description": "h_b(1P)",
        "description_tex": "${{\\mathit h}_{{{b}}}{(1P)}}$",
        "pdgId": "M204"
    },
    {
        "description": "h_b(1P) MASS",
        "description_tex": " ${{\\mathit h}_{{{b}}}{(1P)}}$ MASS",
        "pdgId": "M204M"
    },
    {
        "description": "G(h_b(1P) --> eta_b(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M204R01"
    },
    {
        "description": "G(h_b(1P) --> Upsilon(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M204R00"
    },
    {
        "description": "h_b(1P) --> eta_b(1S) gamma",
        "description_tex": "${{\\mathit h}_{{{b}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M204.1"
    },
    {
        "description": "h_b(1P) --> Upsilon(1S) pi0",
        "description_tex": "${{\\mathit h}_{{{b}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M204.2"
    },
    {
        "description": "chi_b2(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$",
        "pdgId": "M078"
    },
    {
        "description": "chi_b2(1P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$ MASS",
        "pdgId": "M078M"
    },
    {
        "description": "mass(chi_b2(1P))-mass(chi_b1(1P))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b2}}}{(1P)}}}-{\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(1P)}}}$",
        "pdgId": "M078DM2"
    },
    {
        "description": "gamma ENERGY IN Upsilon(2S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(2S)}}$ DECAY",
        "pdgId": "M078DM"
    },
    {
        "description": "G(chi_b2(1P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R1"
    },
    {
        "description": "G(chi_b2(1P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R01"
    },
    {
        "description": "G(chi_b2(1P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R02"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R03"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R04"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R05"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R06"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R07"
    },
    {
        "description": "G(chi_b2(1P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R08"
    },
    {
        "description": "G(chi_b2(1P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R09"
    },
    {
        "description": "G(chi_b2(1P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R10"
    },
    {
        "description": "G(chi_b2(1P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R11"
    },
    {
        "description": "G(chi_b2(1P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R12"
    },
    {
        "description": "G(chi_b2(1P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R13"
    },
    {
        "description": "G(chi_b2(1P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R14"
    },
    {
        "description": "G(chi_b2(1P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R15"
    },
    {
        "description": "G(chi_b2(1P) --> J/psi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R16"
    },
    {
        "description": "G(chi_b2(1P) --> J/psi psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R17"
    },
    {
        "description": "G(chi_b2(1P) --> psi(2S) psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R18"
    },
    {
        "description": "G(chi_b2(1P) --> J/psi(1S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M078R00"
    },
    {
        "description": "G(chi_b2(1P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(2S) --> gamma chi_b2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M078B03"
    },
    {
        "description": "chi_{{b2}}(1P) Cross-Particle Branching Ratios",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$ Cross-Particle Branching Ratios",
        "pdgId": "M078230"
    },
    {
        "description": "B(chi_b2(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b2(1P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M078B01"
    },
    {
        "description": "[B(chi_b2(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b2(1P))] / [B(chi_b1(1P) --> gamma Upsilon(1S)) x B(Upsilon(2S) --> gamma chi_b1(1P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$)]",
        "pdgId": "M078A00"
    },
    {
        "description": "B(chi_b2(1P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b2(1P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M078B02"
    },
    {
        "description": "chi_b2(1P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M078.1"
    },
    {
        "description": "chi_b2(1P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M078.2"
    },
    {
        "description": "chi_b2(1P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.3"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M078.4"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.5"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.6"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M078.7"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.8"
    },
    {
        "description": "chi_b2(1P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.9"
    },
    {
        "description": "chi_b2(1P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.10"
    },
    {
        "description": "chi_b2(1P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M078.11"
    },
    {
        "description": "chi_b2(1P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.12"
    },
    {
        "description": "chi_b2(1P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M078.13"
    },
    {
        "description": "chi_b2(1P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.14"
    },
    {
        "description": "chi_b2(1P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M078.15"
    },
    {
        "description": "chi_b2(1P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M078.16"
    },
    {
        "description": "chi_b2(1P) --> J/psi J/psi",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M078.17"
    },
    {
        "description": "chi_b2(1P) --> J/psi psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M078.18"
    },
    {
        "description": "chi_b2(1P) --> psi(2S) psi(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M078.19"
    },
    {
        "description": "chi_b2(1P) --> J/psi(1S) anything",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(1P)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$ anything",
        "pdgId": "M078.20"
    },
    {
        "description": "eta_b(2S)",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(2S)}}$",
        "pdgId": "M200"
    },
    {
        "description": "eta_b(2S) MASS",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(2S)}}$ MASS",
        "pdgId": "M200M"
    },
    {
        "description": "mass(Upsilon(2S))-mass(eta_b(2S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Upsilon}{(2S)}}}-{\\mathit m}_{{{\\mathit \\eta}_{{{b}}}{(2S)}}}$",
        "pdgId": "M200DM"
    },
    {
        "description": "eta_b(2S) WIDTH",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(2S)}}$ WIDTH",
        "pdgId": "M200W"
    },
    {
        "description": "G(eta_b(2S) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\eta}_{{{b}}}{(2S)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M200R01"
    },
    {
        "description": "eta_b(2S) --> hadrons",
        "description_tex": "${{\\mathit \\eta}_{{{b}}}{(2S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M200.1"
    },
    {
        "description": "Upsilon(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$",
        "pdgId": "M052"
    },
    {
        "description": "Upsilon(2S) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$ MASS",
        "pdgId": "M052M"
    },
    {
        "description": "mass(Upsilon(2S))-mass(Upsilon(1S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Upsilon}{(2S)}}}-{\\mathit m}_{{{\\mathit \\Upsilon}{(1S)}}}$",
        "pdgId": "M052A00"
    },
    {
        "description": "Upsilon(2S) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$ WIDTH",
        "pdgId": "M052W"
    },
    {
        "description": "G(Upsilon(2S) --> mu+ mu-) * G(Upsilon(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052G1"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi+ pi-) * G(Upsilon(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052G03"
    },
    {
        "description": "G(Upsilon(2S) --> hadrons) * G(Upsilon(2S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   hadrons$)$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052G2"
    },
    {
        "description": "G(Upsilon(2S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M052W2"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R4"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R5"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi0 pi0)/G(Upsilon(2S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M052R21"
    },
    {
        "description": "G(Upsilon(2S) --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R3"
    },
    {
        "description": "G(Upsilon(2S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R1"
    },
    {
        "description": "G(Upsilon(2S) --> tau+ tau-)/G(Upsilon(2S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M052R17"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R10"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi0)/G(Upsilon(2S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M052R09"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R6"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) eta)/G(Upsilon(2S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M052R22"
    },
    {
        "description": "G(Upsilon(2S) --> Upsilon(1S) pi0)/G(Upsilon(2S) --> Upsilon(1S) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})$",
        "pdgId": "M052R23"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R16"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R53"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R54"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R55"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R56"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R57"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) X(3940))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(3940)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R58"
    },
    {
        "description": "G(Upsilon(2S) --> J/psi(1S) X(4160))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(4160)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R59"
    },
    {
        "description": "G(Upsilon(2S) --> chi_c1 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R00"
    },
    {
        "description": "G(Upsilon(2S) --> chi_c1(1P)0 X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}^{0}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R69"
    },
    {
        "description": "G(Upsilon(2S) --> chi_c2 anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R67"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) eta_c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R60"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R61"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R62"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R63"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) eta_c(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R64"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) X(3940))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(3940)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R65"
    },
    {
        "description": "G(Upsilon(2S) --> psi(2S) X(4160))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(4160)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R66"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar_1(3900)+ T_c_cbar_1(3900)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R71"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar_1(4200)+ T_c_cbar_1(4200)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R72"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar_1(3900)+- T_c_cbar_1(4200)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R73"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar(4050)+ T_c_cbar(4050)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R74"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar(4250)+ T_c_cbar(4250)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R75"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar(4050)+- T_c_cbar(4250)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R76"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar_1(4430)+ T_c_cbar_1(4430)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R77"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar(4055)+- T_c_cbar(4055)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R79"
    },
    {
        "description": "G(Upsilon(2S) --> T_c_cbar(4055)+- T_c_cbar_1(4430)-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R80"
    },
    {
        "description": "G(Upsilon(2S) --> anti-2H  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R18"
    },
    {
        "description": "G(Upsilon(2S) --> g g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R01"
    },
    {
        "description": "G(Upsilon(2S) --> gamma g g)/G(Upsilon(2S) --> g g g)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})$",
        "pdgId": "M052R03"
    },
    {
        "description": "G(Upsilon(2S) --> phi K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R43"
    },
    {
        "description": "G(Upsilon(2S) --> omega pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R44"
    },
    {
        "description": "G(Upsilon(2S) --> K*(892)0 K- pi+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R45"
    },
    {
        "description": "G(Upsilon(2S) --> phi f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R46"
    },
    {
        "description": "G(Upsilon(2S) --> omega f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R47"
    },
    {
        "description": "G(Upsilon(2S) --> rho(770) a_2(1320))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit a}_{{{2}}}{(1320)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R48"
    },
    {
        "description": "G(Upsilon(2S) --> K*(892)0 Kbar_2*(1430)0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R49"
    },
    {
        "description": "G(Upsilon(2S) --> K_1(1270)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R50"
    },
    {
        "description": "G(Upsilon(2S) --> K_1(1400)+- K-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R51"
    },
    {
        "description": "G(Upsilon(2S) --> b_1(1235)+- pi-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R52"
    },
    {
        "description": "G(Upsilon(2S) --> rho pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R27"
    },
    {
        "description": "G(Upsilon(2S) --> pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R28"
    },
    {
        "description": "G(Upsilon(2S) --> omega pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R29"
    },
    {
        "description": "G(Upsilon(2S) --> pi+ pi- pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R30"
    },
    {
        "description": "G(Upsilon(2S) --> K0S K+ pi- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R40"
    },
    {
        "description": "G(Upsilon(2S) --> K*(892)0 Kbar0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R41"
    },
    {
        "description": "G(Upsilon(2S) --> K*(892)- K+ + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R42"
    },
    {
        "description": "G(Upsilon(2S) --> f_1(1285) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R68"
    },
    {
        "description": "G(Upsilon(2S) --> f_1(1285) X_tetra)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit X}_{{{tetra}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R70"
    },
    {
        "description": "G(Upsilon(2S) --> D_s+ D_s1(2536)-  ,  D_s1- --> K- D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R86"
    },
    {
        "description": "G(Upsilon(2S) --> D_s+ D_s1(2536)-  ,  D_s1- --> K0S D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R87"
    },
    {
        "description": "G(Upsilon(2S) --> D_s*+ D_s1(2536)-  ,  D_s1- --> K- D*(2007)0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{*}{(2007)}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R88"
    },
    {
        "description": "G(Upsilon(2S) --> D_s*+ D_s1(2536)-  ,  D_s1- --> K0S D*(2010)-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R89"
    },
    {
        "description": "G(Upsilon(2S) --> D_s+ D_s2*(2573)-  ,  D_s2*- --> K- D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R90"
    },
    {
        "description": "G(Upsilon(2S) --> D_s+ D_s2*(2573)-  ,  D_s2*- --> K0S D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R91"
    },
    {
        "description": "G(Upsilon(2S) --> D_s*+ D_s2*(2573)-  ,  D_s2*- --> K- D0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R92"
    },
    {
        "description": "G(Upsilon(2S) --> D_s*+ D_s2*(2573)-  ,  D_s2*- --> K0S D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R93"
    },
    {
        "description": "G(Upsilon(2S) --> Sum of 100 exclusive modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   Sum of 100 exclusive modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R08"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_b1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R8"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_b2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R7"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_b0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R9"
    },
    {
        "description": "G(Upsilon(2S) --> gamma f_0(1710))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R13"
    },
    {
        "description": "G(Upsilon(2S) --> gamma f_2'(1525))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R12"
    },
    {
        "description": "G(Upsilon(2S) --> gamma f_2(1270))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R11"
    },
    {
        "description": "G(Upsilon(2S) --> gamma f_J(2220))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R14"
    },
    {
        "description": "G(Upsilon(2S) --> gamma eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R31"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R32"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c1)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R33"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R34"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c1(3872))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R81"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c1(3872)  ,  chi_c1 --> pi+ pi- pi0 J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R36"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c0(3915) --> omega J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R37"
    },
    {
        "description": "G(Upsilon(2S) --> gamma chi_c1(4140) --> phi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(4140)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R38"
    },
    {
        "description": "G(Upsilon(2S) --> gamma X(4350) --> phi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(4350)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R39"
    },
    {
        "description": "G(Upsilon(2S) --> gamma eta_b(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R15"
    },
    {
        "description": "G(Upsilon(2S) --> gamma eta_b(1S) --> gamma  Sum of 26 exclusive modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  Sum of 26 exclusive modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R25"
    },
    {
        "description": "G(Upsilon(2S) --> gamma X_b bbar --> gamma  Sum of 26 exclusive modes)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$ $_{{{\\mathit b}} {{\\overline{\\mathit b}}}}$ $\\rightarrow$   ${{\\mathit \\gamma}}$  Sum of 26 exclusive modes$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R26"
    },
    {
        "description": "G(Upsilon(2S) --> gamma X --> gamma  +>=4 prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R19"
    },
    {
        "description": "G(Upsilon(2S) --> gamma A0 --> gamma  hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R06"
    },
    {
        "description": "G(Upsilon(2S) --> gamma A0 --> gamma mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R24"
    },
    {
        "description": "G(Upsilon(2S) --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R04"
    },
    {
        "description": "G(Upsilon(2S) --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M052R20"
    },
    {
        "description": "Upsilon(2S) Cross-Particle Branching Ratios",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$ Cross-Particle Branching Ratios",
        "pdgId": "M052240"
    },
    {
        "description": "B(Upsilon(2S) --> pi+ pi-) x B(Upsilon(3S) --> Upsilon(2S) X)",
        "description_tex": "B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit X}}$)",
        "pdgId": "M052R05"
    },
    {
        "description": "Upsilon(2S) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M052.4"
    },
    {
        "description": "Upsilon(2S) --> Upsilon(1S) pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M052.5"
    },
    {
        "description": "Upsilon(2S) --> tau+ tau-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M052.3"
    },
    {
        "description": "Upsilon(2S) --> mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M052.1"
    },
    {
        "description": "Upsilon(2S) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M052.2"
    },
    {
        "description": "Upsilon(2S) --> Upsilon(1S) pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M052.10"
    },
    {
        "description": "Upsilon(2S) --> Upsilon(1S) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M052.6"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$   anything",
        "pdgId": "M052.20"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) eta_c",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M052.143"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M052.144"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M052.145"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M052.146"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) eta_c(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M052.147"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) X(3940)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(3940)}}$",
        "pdgId": "M052.148"
    },
    {
        "description": "Upsilon(2S) --> J/psi(1S) X(4160)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit X}{(4160)}}$",
        "pdgId": "M052.149"
    },
    {
        "description": "Upsilon(2S) --> chi_c1 anything",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}}$ anything",
        "pdgId": "M052.157"
    },
    {
        "description": "Upsilon(2S) --> chi_c1(1P)0 X_tetra",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c1}}}{(1P)}^{0}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M052.160"
    },
    {
        "description": "Upsilon(2S) --> chi_c2 anything",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{c2}}}}$ anything",
        "pdgId": "M052.158"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) eta_c",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}}$",
        "pdgId": "M052.150"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M052.151"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M052.152"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M052.153"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) eta_c(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit \\eta}_{{{c}}}{(2S)}}$",
        "pdgId": "M052.154"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) X(3940)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(3940)}}$",
        "pdgId": "M052.155"
    },
    {
        "description": "Upsilon(2S) --> psi(2S) X(4160)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\psi}{(2S)}}{{\\mathit X}{(4160)}}$",
        "pdgId": "M052.156"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar_1(3900)+ T_c_cbar_1(3900)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{-}}$",
        "pdgId": "M052.162"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar_1(4200)+ T_c_cbar_1(4200)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{-}}$",
        "pdgId": "M052.163"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar_1(3900)+- T_c_cbar_1(4200)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{\\mp}}$",
        "pdgId": "M052.164"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar(4050)+ T_c_cbar(4050)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{-}}$",
        "pdgId": "M052.165"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar(4250)+ T_c_cbar(4250)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{-}}$",
        "pdgId": "M052.166"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar(4050)+- T_c_cbar(4250)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{\\mp}}$",
        "pdgId": "M052.167"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar_1(4430)+ T_c_cbar_1(4430)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{-}}$",
        "pdgId": "M052.168"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar(4055)+- T_c_cbar(4055)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\mp}}$",
        "pdgId": "M052.170"
    },
    {
        "description": "Upsilon(2S) --> T_c_cbar(4055)+- T_c_cbar_1(4430)-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{\\pm}}{{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{\\mp}}$",
        "pdgId": "M052.171"
    },
    {
        "description": "Upsilon(2S) --> anti-deutron  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything",
        "pdgId": "M052.16"
    },
    {
        "description": "Upsilon(2S) --> hadrons",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M052.101"
    },
    {
        "description": "Upsilon(2S) --> g g g",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M052.105"
    },
    {
        "description": "Upsilon(2S) --> gamma g g",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M052.106"
    },
    {
        "description": "Upsilon(2S) --> phi K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M052.133"
    },
    {
        "description": "Upsilon(2S) --> omega pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M052.134"
    },
    {
        "description": "Upsilon(2S) --> K^*(892)0 K- pi+ + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{+}}$ + c.c.",
        "pdgId": "M052.135"
    },
    {
        "description": "Upsilon(2S) --> phi f_2^'(1525)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M052.136"
    },
    {
        "description": "Upsilon(2S) --> omega f_2(1270)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M052.137"
    },
    {
        "description": "Upsilon(2S) --> rho(770) a_2(1320)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}{(770)}}{{\\mathit a}_{{{2}}}{(1320)}}$",
        "pdgId": "M052.138"
    },
    {
        "description": "Upsilon(2S) --> K^*(892)0 Kbar_2^*(1430)0 + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}_{{{2}}}^{*}{(1430)}^{0}}$ + c.c.",
        "pdgId": "M052.139"
    },
    {
        "description": "Upsilon(2S) --> K_1(1270)+- K-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1270)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M052.140"
    },
    {
        "description": "Upsilon(2S) --> K_1(1400)+- K-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_{{{1}}}{(1400)}^{\\pm}}{{\\mathit K}^{\\mp}}$",
        "pdgId": "M052.141"
    },
    {
        "description": "Upsilon(2S) --> b_1(1235)+- pi-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit b}_{{{1}}}{(1235)}^{\\pm}}{{\\mathit \\pi}^{\\mp}}$",
        "pdgId": "M052.142"
    },
    {
        "description": "Upsilon(2S) --> rho pi",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\pi}}$",
        "pdgId": "M052.126"
    },
    {
        "description": "Upsilon(2S) --> pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M052.127"
    },
    {
        "description": "Upsilon(2S) --> omega pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M052.128"
    },
    {
        "description": "Upsilon(2S) --> pi+ pi- pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M052.129"
    },
    {
        "description": "Upsilon(2S) --> K0S K+ pi- + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit K}^{+}}{{\\mathit \\pi}^{-}}$ + c.c.",
        "pdgId": "M052.130"
    },
    {
        "description": "Upsilon(2S) --> K^*(892)0 Kbar0 + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$ + c.c.",
        "pdgId": "M052.131"
    },
    {
        "description": "Upsilon(2S) --> K^*(892)- K+ + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{-}}{{\\mathit K}^{+}}$ + c.c.",
        "pdgId": "M052.132"
    },
    {
        "description": "Upsilon(2S) --> f_1(1285) anything",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}$ anything",
        "pdgId": "M052.159"
    },
    {
        "description": "Upsilon(2S) --> f_1(1285) X_tetra",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit f}_{{{1}}}{(1285)}}{{\\mathit X}_{{{tetra}}}}$",
        "pdgId": "M052.161"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s1(2536)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$",
        "pdgId": "M052.177"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s1(2536)- , D_s1()- --> K- D^*(2007)0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "M052.178"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s1(2536)- , D_s1()- --> K0S D^*(2010)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "M052.179"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s1(2536)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$",
        "pdgId": "M052.180"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s1(2536)- , D_s1()- --> K- D^*(2007)0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{*}{(2007)}^{0}}$",
        "pdgId": "M052.181"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s1(2536)- , D_s1()- --> K0S D^*(2010)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s1}}}{(2536)}^{-}}$  ,   ${{\\mathit D}_{{{s1}}}^{-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{*}{(2010)}^{-}}$",
        "pdgId": "M052.182"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s2^*(2573)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$",
        "pdgId": "M052.183"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s2^*(2573)- , D_s2^*()- --> K- D0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{0}}$",
        "pdgId": "M052.184"
    },
    {
        "description": "Upsilon(2S) --> D_s()+ D_s2^*(2573)- , D_s2^*()- --> K0S D-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{-}}$",
        "pdgId": "M052.185"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s2^*(2573)-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$",
        "pdgId": "M052.186"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s2^*(2573)- , D_s2^*()- --> K- D0",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit D}^{0}}$",
        "pdgId": "M052.187"
    },
    {
        "description": "Upsilon(2S) --> D_s^*()+ D_s2^*(2573)- , D_s2^*()- --> K0S D-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}_{{{s2}}}^{*}{(2573)}^{-}}$  ,   ${{\\mathit D}_{{{s2}}}^{*-}}$  $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit D}^{-}}$",
        "pdgId": "M052.188"
    },
    {
        "description": "Upsilon(2S) --> Sum of 100 exclusive modes",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   Sum of 100 exclusive modes",
        "pdgId": "M052.121"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_b1(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$",
        "pdgId": "M052.8"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_b2(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$",
        "pdgId": "M052.7"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_b0(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}}$",
        "pdgId": "M052.9"
    },
    {
        "description": "Upsilon(2S) --> gamma f_0(1710)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{0}}}{(1710)}}$",
        "pdgId": "M052.13"
    },
    {
        "description": "Upsilon(2S) --> gamma f_2^'(1525)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}^{\\,'}{(1525)}}$",
        "pdgId": "M052.12"
    },
    {
        "description": "Upsilon(2S) --> gamma f_2(1270)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{2}}}{(1270)}}$",
        "pdgId": "M052.11"
    },
    {
        "description": "Upsilon(2S) --> gamma f_J(2220)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit f}_{{{J}}}{(2220)}}$",
        "pdgId": "M052.14"
    },
    {
        "description": "Upsilon(2S) --> gamma eta_c(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M052.111"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c0()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}}$",
        "pdgId": "M052.112"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c1()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}}$",
        "pdgId": "M052.113"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c2()",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c2}}}}$",
        "pdgId": "M052.114"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c1(3872)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$",
        "pdgId": "M052.172"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c1(3872) , chi_c1 --> pi+ pi- pi0 J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(3872)}}$  ,   ${{\\mathit \\chi}_{{{c1}}}}$  $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}{{\\mathit J / \\psi}}$",
        "pdgId": "M052.116"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c0(3915) --> omega J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c0}}}{(3915)}}$  $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit J / \\psi}}$",
        "pdgId": "M052.117"
    },
    {
        "description": "Upsilon(2S) --> gamma chi_c1(4140) --> phi J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{c1}}}{(4140)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M052.118"
    },
    {
        "description": "Upsilon(2S) --> gamma X(4350) --> phi J/psi",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}{(4350)}}$  $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M052.119"
    },
    {
        "description": "Upsilon(2S) --> gamma eta_b(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}$",
        "pdgId": "M052.102"
    },
    {
        "description": "Upsilon(2S) --> gamma eta_b(1S) --> gamma  Sum of 26 exclusive modes",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  Sum of 26 exclusive modes",
        "pdgId": "M052.124"
    },
    {
        "description": "Upsilon(2S) --> gamma X(b bbar) --> gamma  Sum of 26 exclusive modes",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$ $_{{{\\mathit b}} {{\\overline{\\mathit b}}}}$ $\\rightarrow$   ${{\\mathit \\gamma}}$  Sum of 26 exclusive modes",
        "pdgId": "M052.125"
    },
    {
        "description": "Upsilon(2S) --> gamma X --> gamma  +>=4 prongs",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs",
        "pdgId": "M052.103"
    },
    {
        "description": "Upsilon(2S) --> gamma A0 --> gamma  hadrons",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  hadrons",
        "pdgId": "M052.108"
    },
    {
        "description": "Upsilon(2S) --> gamma A0 --> gamma mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M052.123"
    },
    {
        "description": "Upsilon(2S) --> e+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M052.107"
    },
    {
        "description": "Upsilon(2S) --> mu+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M052.104"
    },
    {
        "description": "Upsilon_2(1D)",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$",
        "pdgId": "M177"
    },
    {
        "description": "Upsilon_2(1D) MASS",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$ MASS",
        "pdgId": "M177M"
    },
    {
        "description": "G(Upsilon_2(1D) --> eta Upsilon(1S))/G(Upsilon_2(1D) --> gamma gamma Upsilon(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma({{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})$",
        "pdgId": "M177R01"
    },
    {
        "description": "G(Upsilon_2(1D) --> pi+ pi- Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M177R03"
    },
    {
        "description": "G(Upsilon_2(1D) --> pi+ pi- Upsilon(1S))/G(Upsilon_2(1D) --> gamma gamma Upsilon(1S))",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma({{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})$",
        "pdgId": "M177R02"
    },
    {
        "description": "Upsilon_2(1D) --> gamma gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M177.1"
    },
    {
        "description": "Upsilon_2(1D) --> gamma chi_bJ(1P)",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{bJ}}}{(1P)}}$",
        "pdgId": "M177.2"
    },
    {
        "description": "Upsilon_2(1D) --> eta Upsilon(1S)",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M177.3"
    },
    {
        "description": "Upsilon_2(1D) --> pi+ pi- Upsilon(1S)",
        "description_tex": "${{\\mathit \\Upsilon}_{{{2}}}{(1D)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M177.4"
    },
    {
        "description": "chi_b0(2P)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$",
        "pdgId": "M079"
    },
    {
        "description": "chi_b0(2P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$ MASS",
        "pdgId": "M079M"
    },
    {
        "description": "mass(chi_b1(2P))-mass(chi_b0(2P))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(2P)}}}-{\\mathit m}_{{{\\mathit \\chi}_{{{b0}}}{(2P)}}}$",
        "pdgId": "M079M2"
    },
    {
        "description": "gamma ENERGY IN Upsilon(3S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(3S)}}$ DECAY",
        "pdgId": "M079DM"
    },
    {
        "description": "G(chi_b0(2P) --> gamma Upsilon(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R2"
    },
    {
        "description": "G(chi_b0(2P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R1"
    },
    {
        "description": "G(chi_b0(2P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R01"
    },
    {
        "description": "G(chi_b0(2P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R02"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R03"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R04"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R05"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R06"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R07"
    },
    {
        "description": "G(chi_b0(2P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R08"
    },
    {
        "description": "G(chi_b0(2P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R09"
    },
    {
        "description": "G(chi_b0(2P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R10"
    },
    {
        "description": "G(chi_b0(2P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R11"
    },
    {
        "description": "G(chi_b0(2P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R12"
    },
    {
        "description": "G(chi_b0(2P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R13"
    },
    {
        "description": "G(chi_b0(2P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R14"
    },
    {
        "description": "G(chi_b0(2P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079R15"
    },
    {
        "description": "G(chi_b0(2P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(3S) --> gamma chi_b0(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079B01"
    },
    {
        "description": "chi_{{b0}}(2P) BRANCHING RATIOS",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$ BRANCHING RATIOS",
        "pdgId": "M079220"
    },
    {
        "description": "B(chi_b0(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b0(2P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M079A02"
    },
    {
        "description": "[B(chi_b0(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b0(2P))] / [B(chi_b1(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b1(2P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$)]",
        "pdgId": "M079A00"
    },
    {
        "description": "G(chi_b0(2P) --> gamma Upsilon(2S))/G(total) * G(Upsilon(3S) --> gamma chi_b0(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M079B02"
    },
    {
        "description": "B(chi_b0(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b0(2P)) x B(Upsilon(2S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M079A03"
    },
    {
        "description": "[B(chi_b0(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b0(2P))] / [B(chi_b1(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b1(2P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$)]",
        "pdgId": "M079A01"
    },
    {
        "description": "chi_b0(2P) --> gamma Upsilon(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$",
        "pdgId": "M079.2"
    },
    {
        "description": "chi_b0(2P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M079.1"
    },
    {
        "description": "chi_b0(2P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M079.3"
    },
    {
        "description": "chi_b0(2P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.4"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M079.5"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.6"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.7"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M079.8"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.9"
    },
    {
        "description": "chi_b0(2P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.10"
    },
    {
        "description": "chi_b0(2P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.11"
    },
    {
        "description": "chi_b0(2P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M079.12"
    },
    {
        "description": "chi_b0(2P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.13"
    },
    {
        "description": "chi_b0(2P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M079.14"
    },
    {
        "description": "chi_b0(2P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.15"
    },
    {
        "description": "chi_b0(2P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M079.16"
    },
    {
        "description": "chi_b0(2P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M079.17"
    },
    {
        "description": "chi_b1(2P)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$",
        "pdgId": "M080"
    },
    {
        "description": "chi_b1(2P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$ MASS",
        "pdgId": "M080M"
    },
    {
        "description": "mass(chi_b1(2P))-mass(chi_b0(2P))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(2P)}}}-{\\mathit m}_{{{\\mathit \\chi}_{{{b0}}}{(2P)}}}$",
        "pdgId": "M080M2"
    },
    {
        "description": "mass(chi_b1(2P))-mass(Upsilon(1S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(2P)}}}-{\\mathit m}_{{{\\mathit \\Upsilon}{(1S)}}}$",
        "pdgId": "M080A02"
    },
    {
        "description": "gamma ENERGY IN Upsilon(3S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(3S)}}$ DECAY",
        "pdgId": "M080DM"
    },
    {
        "description": "G(chi_b1(2P) --> omega Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R3"
    },
    {
        "description": "G(chi_b1(2P) --> gamma Upsilon(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R2"
    },
    {
        "description": "G(chi_b1(2P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R1"
    },
    {
        "description": "G(chi_b1(2P) --> pi pi chi_b1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\chi}_{{{b1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R4"
    },
    {
        "description": "G(chi_b1(2P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R01"
    },
    {
        "description": "G(chi_b1(2P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R02"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R03"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R04"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R05"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R06"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R07"
    },
    {
        "description": "G(chi_b1(2P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R08"
    },
    {
        "description": "G(chi_b1(2P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R09"
    },
    {
        "description": "G(chi_b1(2P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R10"
    },
    {
        "description": "G(chi_b1(2P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R11"
    },
    {
        "description": "G(chi_b1(2P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R12"
    },
    {
        "description": "G(chi_b1(2P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R13"
    },
    {
        "description": "G(chi_b1(2P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R14"
    },
    {
        "description": "G(chi_b1(2P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080R15"
    },
    {
        "description": "G(chi_b1(2P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(3S) --> gamma chi_b1(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080B01"
    },
    {
        "description": "chi_{{b1}}(2P) Cross-Particle Branching Ratios",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$ Cross-Particle Branching Ratios",
        "pdgId": "M080230"
    },
    {
        "description": "B(chi_b1(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b1(2P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M080A00"
    },
    {
        "description": "G(chi_b1(2P) --> gamma Upsilon(2S))/G(total) * G(Upsilon(3S) --> gamma chi_b1(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M080B02"
    },
    {
        "description": "B(chi_b1(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b1(2P)) x B(Upsilon(2S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M080A01"
    },
    {
        "description": "B(chi_b1(2P) --> chi_b1(1P) pi+ pi-) x B(Upsilon(3S) --> chi_b1(2P) X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(2P)}}{{\\mathit X}}$)",
        "pdgId": "M080R16"
    },
    {
        "description": "B(chi_b2(2P) --> p X + pbar X)/B(chi_b1(2P) --> p X + pbar X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}})/B({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}}$)",
        "pdgId": "M080R20"
    },
    {
        "description": "B(chi_b0(2P) --> p X + pbar X)/B(chi_b1(2P) --> p X + pbar X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b0}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}})/B({{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit X}}{+}$  ${{\\overline{\\mathit p}}}{{\\mathit X}}$)",
        "pdgId": "M080R21"
    },
    {
        "description": "chi_b1(2P) --> omega Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M080.3"
    },
    {
        "description": "chi_b1(2P) --> gamma Upsilon(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$",
        "pdgId": "M080.2"
    },
    {
        "description": "chi_b1(2P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M080.1"
    },
    {
        "description": "chi_b1(2P) --> pi pi chi_b1(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$",
        "pdgId": "M080.4"
    },
    {
        "description": "chi_b1(2P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M080.5"
    },
    {
        "description": "chi_b1(2P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.6"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M080.7"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.8"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.9"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M080.10"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.11"
    },
    {
        "description": "chi_b1(2P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.12"
    },
    {
        "description": "chi_b1(2P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.13"
    },
    {
        "description": "chi_b1(2P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M080.14"
    },
    {
        "description": "chi_b1(2P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.15"
    },
    {
        "description": "chi_b1(2P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M080.16"
    },
    {
        "description": "chi_b1(2P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.17"
    },
    {
        "description": "chi_b1(2P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M080.18"
    },
    {
        "description": "chi_b1(2P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M080.19"
    },
    {
        "description": "h_b(2P)",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$",
        "pdgId": "M205"
    },
    {
        "description": "h_b(2P) MASS",
        "description_tex": " ${{\\mathit h}_{{{b}}}{(2P)}}$ MASS",
        "pdgId": "M205M"
    },
    {
        "description": "G(h_b(2P) --> hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M205R01"
    },
    {
        "description": "G(h_b(2P) --> eta_b(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M205R02"
    },
    {
        "description": "G(h_b(2P) --> eta_b(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M205R03"
    },
    {
        "description": "G(h_b(2P) --> Upsilon(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M205R00"
    },
    {
        "description": "G(h_b(2P) --> Upsilon(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M205R04"
    },
    {
        "description": "h_b(2P) --> hadrons",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M205.1"
    },
    {
        "description": "h_b(2P) --> eta_b(1S) gamma",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M205.2"
    },
    {
        "description": "h_b(2P) --> eta_b(2S) gamma",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M205.3"
    },
    {
        "description": "h_b(2P) --> Upsilon(1S) eta",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M205.4"
    },
    {
        "description": "h_b(2P) --> Upsilon(1S) pi0",
        "description_tex": "${{\\mathit h}_{{{b}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M205.5"
    },
    {
        "description": "chi_b2(2P)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$",
        "pdgId": "M081"
    },
    {
        "description": "chi_b2(2P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$ MASS",
        "pdgId": "M081M"
    },
    {
        "description": "mass(chi_b2(2P))-mass(chi_b1(2P))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\chi}_{{{b2}}}{(2P)}}}-{\\mathit m}_{{{\\mathit \\chi}_{{{b1}}}{(2P)}}}$",
        "pdgId": "M081M2"
    },
    {
        "description": "gamma ENERGY IN Upsilon(3S) DECAY",
        "description_tex": "${{\\mathit \\gamma}}$ ENERGY IN ${{\\mathit \\Upsilon}{(3S)}}$ DECAY",
        "pdgId": "M081DM"
    },
    {
        "description": "G(chi_b2(2P) --> omega Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R3"
    },
    {
        "description": "G(chi_b2(2P) --> gamma Upsilon(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R2"
    },
    {
        "description": "G(chi_b2(2P) --> gamma Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R1"
    },
    {
        "description": "G(chi_b2(2P) --> pi pi chi_b2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\chi}_{{{b2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R4"
    },
    {
        "description": "G(chi_b2(2P) --> D0 X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R01"
    },
    {
        "description": "G(chi_b2(2P) --> pi+ pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R02"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ pi- K- K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R03"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ pi- K- K0S 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R04"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ 2pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R05"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ 2pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R06"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ 2pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R07"
    },
    {
        "description": "G(chi_b2(2P) --> 2pi+ 2pi- K+ K- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R08"
    },
    {
        "description": "G(chi_b2(2P) --> 3pi+ 2pi- K- K0S pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R09"
    },
    {
        "description": "G(chi_b2(2P) --> 3pi+ 3pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R10"
    },
    {
        "description": "G(chi_b2(2P) --> 3pi+ 3pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R11"
    },
    {
        "description": "G(chi_b2(2P) --> 3pi+ 3pi- K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R12"
    },
    {
        "description": "G(chi_b2(2P) --> 3pi+ 3pi- K+ K- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R13"
    },
    {
        "description": "G(chi_b2(2P) --> 4pi+ 4pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R14"
    },
    {
        "description": "G(chi_b2(2P) --> 4pi+ 4pi- 2pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081R15"
    },
    {
        "description": "G(chi_b2(2P) --> gamma Upsilon(1S))/G(total) * G(Upsilon(3S) --> gamma chi_b2(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081B01"
    },
    {
        "description": "G(chi_b2(2P) --> gamma Upsilon(2S))/G(total) * G(Upsilon(3S) --> gamma chi_b2(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}})/\\Gamma_{\\text{total}}{\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M081B02"
    },
    {
        "description": "chi_{{b2}}(2P) Cross-Particle Branching Ratios",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$ Cross-Particle Branching Ratios",
        "pdgId": "M081230"
    },
    {
        "description": "B(chi_b2(2P) --> chi_b2(1P) pi+ pi-) x B(Upsilon(3S) --> chi_b2(2P) X)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(2P)}}{{\\mathit X}}$)",
        "pdgId": "M081R16"
    },
    {
        "description": "B(chi_b2(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b2(2P)) x B(Upsilon(1S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(1S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M081A01"
    },
    {
        "description": "[B(chi_b2(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b2(2P))] / [B(chi_b1(2P) --> gamma Upsilon(1S)) x B(Upsilon(3S) --> gamma chi_b1(2P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$)]",
        "pdgId": "M081A00"
    },
    {
        "description": "B(chi_b2(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b2(2P)) x B(Upsilon(2S) --> lepton+ lepton-)",
        "description_tex": "B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(2S)}}$   $\\rightarrow$   ${{\\mathit \\ell}^{+}}{{\\mathit \\ell}^{-}}$)",
        "pdgId": "M081A02"
    },
    {
        "description": "[B(chi_b2(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b2(2P))] / [B(chi_b1(2P) --> gamma Upsilon(2S)) x B(Upsilon(3S) --> gamma chi_b1(2P))]",
        "description_tex": "[B(${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}}$)] / [B(${{\\mathit \\chi}_{{{b1}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$) ${\\times }$ B(${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$)]",
        "pdgId": "M081A03"
    },
    {
        "description": "chi_b2(2P) --> omega Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M081.3"
    },
    {
        "description": "chi_b2(2P) --> gamma Upsilon(2S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(2S)}}$",
        "pdgId": "M081.2"
    },
    {
        "description": "chi_b2(2P) --> gamma Upsilon(1S)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M081.1"
    },
    {
        "description": "chi_b2(2P) --> pi pi chi_b2(1P)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}}{{\\mathit \\pi}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$",
        "pdgId": "M081.4"
    },
    {
        "description": "chi_b2(2P) --> D0 X",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit X}}$",
        "pdgId": "M081.5"
    },
    {
        "description": "chi_b2(2P) --> pi+ pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.6"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ pi- K- K0S",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "M081.7"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ pi- K- K0S 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$ 2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.8"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ 2pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.9"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ 2pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M081.10"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ 2pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.11"
    },
    {
        "description": "chi_b2(2P) --> 2pi+ 2pi- K+ K- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  2 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.12"
    },
    {
        "description": "chi_b2(2P) --> 3pi+ 2pi- K- K0S pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$2 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{-}}{{\\mathit K}_S^0}$  ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.13"
    },
    {
        "description": "chi_b2(2P) --> 3pi+ 3pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M081.14"
    },
    {
        "description": "chi_b2(2P) --> 3pi+ 3pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.15"
    },
    {
        "description": "chi_b2(2P) --> 3pi+ 3pi- K+ K-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M081.16"
    },
    {
        "description": "chi_b2(2P) --> 3pi+ 3pi- K+ K- pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  3 ${{\\mathit \\pi}^{+}}$3 ${{\\mathit \\pi}^{-}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.17"
    },
    {
        "description": "chi_b2(2P) --> 4pi+ 4pi-",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$",
        "pdgId": "M081.18"
    },
    {
        "description": "chi_b2(2P) --> 4pi+ 4pi- 2pi0",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(2P)}}$   $\\rightarrow$  4 ${{\\mathit \\pi}^{+}}$4 ${{\\mathit \\pi}^{-}}$2 ${{\\mathit \\pi}^{0}}$",
        "pdgId": "M081.19"
    },
    {
        "description": "Upsilon(3S)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$",
        "pdgId": "M048"
    },
    {
        "description": "Upsilon(3S) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$ MASS",
        "pdgId": "M048M"
    },
    {
        "description": "mass(Upsilon(3S))-mass(Upsilon(2S))",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Upsilon}{(3S)}}}-{\\mathit m}_{{{\\mathit \\Upsilon}{(2S)}}}$",
        "pdgId": "M048DM2"
    },
    {
        "description": "Upsilon(3S) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$ WIDTH",
        "pdgId": "M048W"
    },
    {
        "description": "G(Upsilon(3S) --> hadrons) * G(Upsilon(3S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   hadrons$)$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048G2"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) pi+ pi-) * G(Upsilon(3S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048G01"
    },
    {
        "description": "G(Upsilon(3S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M048W2"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R8"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R4"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R10"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R12"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R25"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R3"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(2S) pi+ pi-)/G(Upsilon(3S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M048R28"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) pi0 pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R11"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) pi0 pi0)/G(Upsilon(3S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M048R26"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R9"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) eta)/G(Upsilon(3S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M048R27"
    },
    {
        "description": "G(Upsilon(3S) --> Upsilon(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R24"
    },
    {
        "description": "G(Upsilon(3S) --> h_b(1P) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R03"
    },
    {
        "description": "G(Upsilon(3S) --> h_b(1P) pi0 --> gamma eta_b(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R33"
    },
    {
        "description": "G(Upsilon(3S) --> h_b(1P) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R34"
    },
    {
        "description": "G(Upsilon(3S) --> tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R18"
    },
    {
        "description": "G(Upsilon(3S) --> tau+ tau-)/G(Upsilon(3S) --> mu+ mu-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "M048R19"
    },
    {
        "description": "G(Upsilon(3S) --> mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R1"
    },
    {
        "description": "G(Upsilon(3S) --> g g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R30"
    },
    {
        "description": "G(Upsilon(3S) --> gamma g g)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R31"
    },
    {
        "description": "G(Upsilon(3S) --> gamma g g)/G(Upsilon(3S) --> g g g)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}})/\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}})$",
        "pdgId": "M048R32"
    },
    {
        "description": "G(Upsilon(3S) --> anti-2H  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R00"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b2(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R5"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b1(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R6"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b0(2P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R7"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R21"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R22"
    },
    {
        "description": "G(Upsilon(3S) --> gamma chi_b0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R15"
    },
    {
        "description": "G(Upsilon(3S) --> gamma eta_b(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R16"
    },
    {
        "description": "G(Upsilon(3S) --> gamma eta_b(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R17"
    },
    {
        "description": "G(Upsilon(3S) --> gamma A0 --> gamma  hadrons)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  hadrons$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R02"
    },
    {
        "description": "G(Upsilon(3S) --> gamma X --> gamma  +>=4 prongs)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R20"
    },
    {
        "description": "G(Upsilon(3S) --> gamma A0 --> gamma mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R04"
    },
    {
        "description": "G(Upsilon(3S) --> gamma A0 --> gamma tau+ tau-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R29"
    },
    {
        "description": "G(Upsilon(3S) --> e+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R01"
    },
    {
        "description": "G(Upsilon(3S) --> e+- mu-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R07"
    },
    {
        "description": "G(Upsilon(3S) --> mu+- tau-+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M048R23"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(2S) anything",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}$ anything",
        "pdgId": "M048.8"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M048.4"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(2S) pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.10"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(2S) gamma gamma",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "M048.12"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(2S) pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.107"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M048.3"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(1S) pi0 pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.11"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(1S) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M048.9"
    },
    {
        "description": "Upsilon(3S) --> Upsilon(1S) pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.106"
    },
    {
        "description": "Upsilon(3S) --> h_b(1P) pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.112"
    },
    {
        "description": "Upsilon(3S) --> h_b(1P) pi0 --> gamma eta_b(1S) pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M048.113"
    },
    {
        "description": "Upsilon(3S) --> h_b(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M048.114"
    },
    {
        "description": "Upsilon(3S) --> tau+ tau-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M048.16"
    },
    {
        "description": "Upsilon(3S) --> mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M048.1"
    },
    {
        "description": "Upsilon(3S) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M048.2"
    },
    {
        "description": "Upsilon(3S) --> hadrons",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   hadrons",
        "pdgId": "M048.101"
    },
    {
        "description": "Upsilon(3S) --> g g g",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit g}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M048.109"
    },
    {
        "description": "Upsilon(3S) --> gamma g g",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit g}}{{\\mathit g}}$",
        "pdgId": "M048.110"
    },
    {
        "description": "Upsilon(3S) --> anti-deutron  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   $\\overline{^2H}$    anything",
        "pdgId": "M048.117"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b2(2P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(2P)}}$",
        "pdgId": "M048.5"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b1(2P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(2P)}}$",
        "pdgId": "M048.6"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b0(2P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(2P)}}$",
        "pdgId": "M048.7"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b2(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$",
        "pdgId": "M048.103"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b1(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$",
        "pdgId": "M048.104"
    },
    {
        "description": "Upsilon(3S) --> gamma chi_b0(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\chi}_{{{b0}}}{(1P)}}$",
        "pdgId": "M048.13"
    },
    {
        "description": "Upsilon(3S) --> gamma eta_b(2S)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(2S)}}$",
        "pdgId": "M048.14"
    },
    {
        "description": "Upsilon(3S) --> gamma eta_b(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\eta}_{{{b}}}{(1S)}}$",
        "pdgId": "M048.15"
    },
    {
        "description": "Upsilon(3S) --> gamma A0 --> gamma  hadrons",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  hadrons",
        "pdgId": "M048.115"
    },
    {
        "description": "Upsilon(3S) --> gamma X --> gamma  +>=4 prongs",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}}$  $\\rightarrow$   ${{\\mathit \\gamma}}$  +${}\\geq{}$4 prongs",
        "pdgId": "M048.102"
    },
    {
        "description": "Upsilon(3S) --> gamma A0 --> gamma mu+ mu-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "M048.116"
    },
    {
        "description": "Upsilon(3S) --> gamma A0 --> gamma tau+ tau-",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit A}^{0}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\tau}^{+}}{{\\mathit \\tau}^{-}}$",
        "pdgId": "M048.108"
    },
    {
        "description": "Upsilon(3S) --> e+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M048.111"
    },
    {
        "description": "Upsilon(3S) --> e+- mu-+",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit e}^{\\pm}}{{\\mathit \\mu}^{\\mp}}$",
        "pdgId": "M048.119"
    },
    {
        "description": "Upsilon(3S) --> mu+- tau-+",
        "description_tex": "${{\\mathit \\Upsilon}{(3S)}}$   $\\rightarrow$   ${{\\mathit \\mu}^{\\pm}}{{\\mathit \\tau}^{\\mp}}$",
        "pdgId": "M048.105"
    },
    {
        "description": "chi_b1(3P)",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(3P)}}$",
        "pdgId": "M206"
    },
    {
        "description": "chi_b1(3P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(3P)}}$ MASS",
        "pdgId": "M206M"
    },
    {
        "description": "G(chi_b1(3P) --> Upsilon(1S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M206R01"
    },
    {
        "description": "G(chi_b1(3P) --> Upsilon(2S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M206R02"
    },
    {
        "description": "G(chi_b1(3P) --> Upsilon(3S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M206R03"
    },
    {
        "description": "chi_b1(3P) --> Upsilon(1S) gamma",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M206.1"
    },
    {
        "description": "chi_b1(3P) --> Upsilon(2S) gamma",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M206.2"
    },
    {
        "description": "chi_b1(3P) --> Upsilon(3S) gamma",
        "description_tex": "${{\\mathit \\chi}_{{{b1}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M206.3"
    },
    {
        "description": "chi_b2(3P)",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(3P)}}$",
        "pdgId": "M238"
    },
    {
        "description": "chi_b2(3P) MASS",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(3P)}}$ MASS",
        "pdgId": "M238M"
    },
    {
        "description": "G(chi_b2(3P) --> Upsilon(3S) gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\chi}_{{{b2}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M238R01"
    },
    {
        "description": "chi_b2(3P) --> Upsilon(3S) gamma",
        "description_tex": "${{\\mathit \\chi}_{{{b2}}}{(3P)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\gamma}}$",
        "pdgId": "M238.1"
    },
    {
        "description": "Upsilon(4S)",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$",
        "pdgId": "M047"
    },
    {
        "description": "Upsilon(4S) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$ MASS",
        "pdgId": "M047M"
    },
    {
        "description": "Upsilon(4S) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$ WIDTH",
        "pdgId": "M047W"
    },
    {
        "description": "G(Upsilon(4S) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M047W1"
    },
    {
        "description": "G(Upsilon(4S) --> B+ B-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit B}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R11"
    },
    {
        "description": "G(Upsilon(4S) --> D_s+  anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}$   anything  ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R13"
    },
    {
        "description": "G(Upsilon(4S) --> B0 Bbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\overline{\\mathit B}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R12"
    },
    {
        "description": "G(Upsilon(4S) --> B+ B-)/G(Upsilon(4S) --> B0 Bbar0)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit B}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\overline{\\mathit B}}^{0}})$",
        "pdgId": "M047R10"
    },
    {
        "description": "G(Upsilon(4S) --> J/psi K0S + (J/psi  , eta_c) K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$  ${+}$ ( ${{\\mathit J / \\psi}}$  , ${{\\mathit \\eta}_{{{c}}}}$)  ${{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R16"
    },
    {
        "description": "G(Upsilon(4S) --> non-B Bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   non-${{\\mathit B}}{{\\overline{\\mathit B}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R6"
    },
    {
        "description": "G(Upsilon(4S) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R5"
    },
    {
        "description": "G(Upsilon(4S) --> rho+ rho-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R17"
    },
    {
        "description": "G(Upsilon(4S) --> K*(892)0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R02"
    },
    {
        "description": "G(Upsilon(4S) --> J/psi(1S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$    anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R1"
    },
    {
        "description": "G(Upsilon(4S) --> D*+   anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}$    anything  ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R2"
    },
    {
        "description": "G(Upsilon(4S) --> phi   anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$    anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R3"
    },
    {
        "description": "G(Upsilon(4S) --> phi eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R14"
    },
    {
        "description": "G(Upsilon(4S) --> phi eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R21"
    },
    {
        "description": "G(Upsilon(4S) --> rho eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R22"
    },
    {
        "description": "G(Upsilon(4S) --> rho eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R23"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(1S)  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R4"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R7"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R18"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(1S) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R03"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(1S) eta)/G(Upsilon(4S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M047R19"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R9"
    },
    {
        "description": "G(Upsilon(4S) --> Upsilon(2S) pi+ pi-)/G(Upsilon(4S) --> Upsilon(1S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M047R20"
    },
    {
        "description": "G(Upsilon(4S) --> h_b(1P) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R01"
    },
    {
        "description": "G(Upsilon(4S) --> h_b(1P) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R00"
    },
    {
        "description": "G(Upsilon(4S) --> eta_b(1S) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R04"
    },
    {
        "description": "G(Upsilon(4S) --> eta_b(1S) omega)/G(Upsilon(4S) --> h_b(1P) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\omega}})/\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\eta}})$",
        "pdgId": "M047R05"
    },
    {
        "description": "G(Upsilon(4S) -->  anti-2H anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$    $\\overline{^2H}$ anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R15"
    },
    {
        "description": "G(Upsilon(4S) --> gamma gamma Upsilon(D) --> gamma gamma eta Upsilon(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(D)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\Upsilon}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M047R24"
    },
    {
        "description": "Upsilon(4S) --> B Bbar",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}$",
        "pdgId": "M047.8"
    },
    {
        "description": "Upsilon(4S) --> B+ B-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\mathit B}^{-}}$",
        "pdgId": "M047.10"
    },
    {
        "description": "Upsilon(4S) --> D_s()+  anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}$   anything  ${+}$   c.c.",
        "pdgId": "M047.12"
    },
    {
        "description": "Upsilon(4S) --> B0 Bbar0",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit B}^{0}}{{\\overline{\\mathit B}}^{0}}$",
        "pdgId": "M047.11"
    },
    {
        "description": "Upsilon(4S) --> J/psi K0S + (J/psi ,eta_c) K0S",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$  ${+}$ ( ${{\\mathit J / \\psi}}$ , ${{\\mathit \\eta}_{{{c}}}}$)  ${{\\mathit K}_S^0}$",
        "pdgId": "M047.15"
    },
    {
        "description": "Upsilon(4S) --> non-B Bbar",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   non-${{\\mathit B}}{{\\overline{\\mathit B}}}$",
        "pdgId": "M047.6"
    },
    {
        "description": "Upsilon(4S) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M047.1"
    },
    {
        "description": "Upsilon(4S) --> rho+ rho-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}^{+}}{{\\mathit \\rho}^{-}}$",
        "pdgId": "M047.16"
    },
    {
        "description": "Upsilon(4S) --> K^*(892)0 Kbar0",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "M047.22"
    },
    {
        "description": "Upsilon(4S) --> J/psi(1S)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}$    anything",
        "pdgId": "M047.2"
    },
    {
        "description": "Upsilon(4S) --> D^*()+   anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit D}^{*+}}$    anything  ${+}$   c.c.",
        "pdgId": "M047.3"
    },
    {
        "description": "Upsilon(4S) --> phi   anything",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$    anything",
        "pdgId": "M047.4"
    },
    {
        "description": "Upsilon(4S) --> phi eta",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}}$",
        "pdgId": "M047.13"
    },
    {
        "description": "Upsilon(4S) --> phi eta^'",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\phi}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M047.18"
    },
    {
        "description": "Upsilon(4S) --> rho eta",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}}$",
        "pdgId": "M047.19"
    },
    {
        "description": "Upsilon(4S) --> rho eta^'",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\rho}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M047.20"
    },
    {
        "description": "Upsilon(4S) --> Upsilon(1S)  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}$   anything",
        "pdgId": "M047.5"
    },
    {
        "description": "Upsilon(4S) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M047.7"
    },
    {
        "description": "Upsilon(4S) --> Upsilon(1S) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M047.17"
    },
    {
        "description": "Upsilon(4S) --> Upsilon(1S) eta^'",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M047.26"
    },
    {
        "description": "Upsilon(4S) --> Upsilon(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M047.9"
    },
    {
        "description": "Upsilon(4S) --> h_b(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M047.21"
    },
    {
        "description": "Upsilon(4S) --> h_b(1P) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\eta}}$",
        "pdgId": "M047.23"
    },
    {
        "description": "Upsilon(4S) --> eta_b(1S) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\omega}}$",
        "pdgId": "M047.27"
    },
    {
        "description": "Upsilon(4S) -->  anti-deutron anything",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$    $\\overline{^2H}$ anything",
        "pdgId": "M047.14"
    },
    {
        "description": "Upsilon(4S) --> gamma gamma Upsilon(D) --> gamma gamma eta Upsilon(1S)",
        "description_tex": "${{\\mathit \\Upsilon}{(4S)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(D)}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\gamma}}{{\\mathit \\eta}}{{\\mathit \\Upsilon}{(1S)}}$",
        "pdgId": "M047.24"
    },
    {
        "description": "Upsilon(10753)",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$",
        "pdgId": "M243"
    },
    {
        "description": "Upsilon(10753) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$ MASS",
        "pdgId": "M243M"
    },
    {
        "description": "Upsilon(10753) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$ WIDTH",
        "pdgId": "M243W"
    },
    {
        "description": "G(Upsilon(10753) --> Upsilon(1S) pi+ pi-) * G(Upsilon(10753) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M243R00"
    },
    {
        "description": "G(Upsilon(10753) --> Upsilon(2S) pi+ pi-) * G(Upsilon(10753) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M243R02"
    },
    {
        "description": "G(Upsilon(10753) --> Upsilon(3S) pi+ pi-) * G(Upsilon(10753) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M243R03"
    },
    {
        "description": "G(Upsilon(10753) --> omega chi_b1(1P)) * G(Upsilon(10753) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{b1}}}{(1P)}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M243R05"
    },
    {
        "description": "G(Upsilon(10753) --> omega chi_b2(1P)) * G(Upsilon(10753) --> e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{b2}}}{(1P)}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M243R06"
    },
    {
        "description": "Upsilon(10753) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M243.3"
    },
    {
        "description": "Upsilon(10753) --> Upsilon(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M243.4"
    },
    {
        "description": "Upsilon(10753) --> Upsilon(3S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M243.5"
    },
    {
        "description": "Upsilon(10753) --> omega chi_b1(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{b1}}}{(1P)}}$",
        "pdgId": "M243.6"
    },
    {
        "description": "Upsilon(10753) --> omega chi_b2(1P)",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\chi}_{{{b2}}}{(1P)}}$",
        "pdgId": "M243.7"
    },
    {
        "description": "Upsilon(10753) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(10753)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M243.2"
    },
    {
        "description": "Upsilon(10860)",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$",
        "pdgId": "M092"
    },
    {
        "description": "Upsilon(10860) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$ MASS",
        "pdgId": "M092M"
    },
    {
        "description": "Upsilon(10860) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$ WIDTH",
        "pdgId": "M092W"
    },
    {
        "description": "G(Upsilon(10860) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M092W1"
    },
    {
        "description": "G(Upsilon(10860) --> e+ e-) * G(Upsilon(10860) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R50"
    },
    {
        "description": "G(Upsilon(10860) --> e+ e-) * G(Upsilon(10860) --> Upsilon(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R51"
    },
    {
        "description": "G(Upsilon(10860) --> e+ e-) * G(Upsilon(10860) --> Upsilon(3S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R52"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R13"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R16"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar)/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R05"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar* + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{*}}{+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R15"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar* + c.c.)/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{*}}{+}$   c.c.$)/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R06"
    },
    {
        "description": "G(Upsilon(10860) --> B* Bbar*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R14"
    },
    {
        "description": "G(Upsilon(10860) --> B* Bbar*)/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}^{*}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R07"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar^(*) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{{(*)}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R17"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar^(*) pi)/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{{(*)}}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R08"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R28"
    },
    {
        "description": "G(Upsilon(10860) --> B* Bbar pi + B Bbar* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}{+}$  ${{\\mathit B}}{{\\overline{\\mathit B}}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R29"
    },
    {
        "description": "G(Upsilon(10860) --> B* Bbar* pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}^{*}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R30"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R18"
    },
    {
        "description": "G(Upsilon(10860) --> B Bbar pi pi)/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R09"
    },
    {
        "description": "G(Upsilon(10860) --> B_s^(*) Bbar_s^(*))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R01"
    },
    {
        "description": "G(Upsilon(10860) --> B_s^(*) Bbar_s^(*))/G(Upsilon(10860) --> B Bbar X)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}})$",
        "pdgId": "M092R34"
    },
    {
        "description": "G(Upsilon(10860) --> B_s* Bbar_s*)/G(Upsilon(10860) --> B_s^(*) Bbar_s^(*))",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{*}}{{\\overline{\\mathit B}}_{{{s}}}^{*}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}})$",
        "pdgId": "M092R19"
    },
    {
        "description": "G(Upsilon(10860) --> B_s Bbar_s)/G(Upsilon(10860) --> B_s^(*) Bbar_s^(*))",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}})$",
        "pdgId": "M092R24"
    },
    {
        "description": "G(Upsilon(10860) --> B_s Bbar_s)/G(Upsilon(10860) --> B_s* Bbar_s*)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{*}}{{\\overline{\\mathit B}}_{{{s}}}^{*}})$",
        "pdgId": "M092R03"
    },
    {
        "description": "G(Upsilon(10860) --> B_s Bbar_s* + c.c.)/G(Upsilon(10860) --> B_s^(*) Bbar_s^(*))",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}^{*}}{+}$   c.c.$)/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}})$",
        "pdgId": "M092R25"
    },
    {
        "description": "G(Upsilon(10860) --> B_s Bbar_s* + c.c.)/G(Upsilon(10860) --> B_s* Bbar_s*)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}^{*}}{+}$   c.c.$)/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{*}}{{\\overline{\\mathit B}}_{{{s}}}^{*}})$",
        "pdgId": "M092R04"
    },
    {
        "description": "G(Upsilon(10860) --> no open-bottom)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   no open-bottom$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R33"
    },
    {
        "description": "G(Upsilon(10860) --> K*(892)0 Kbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R35"
    },
    {
        "description": "G(Upsilon(10860) --> eta Upsilon_J(1D))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\Upsilon}_{{{J}}}{(1D)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R48"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R20"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(1S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R55"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(1S) eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R56"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R21"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(2S) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R57"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(3S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R22"
    },
    {
        "description": "G(Upsilon(10860) --> Upsilon(1S) K+ K-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R23"
    },
    {
        "description": "G(Upsilon(10860) --> h_b(1P) pi+ pi-)/G(Upsilon(10860) --> Upsilon(2S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M092R31"
    },
    {
        "description": "G(Upsilon(10860) --> h_b(2P) pi+ pi-)/G(Upsilon(10860) --> Upsilon(2S) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M092R32"
    },
    {
        "description": "G(Upsilon(10860) --> h_b(1P) pi+ pi-)/G(Upsilon(10860) --> h_b(2P) pi+ pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "M092R00"
    },
    {
        "description": "G(Upsilon(10860) --> chi_bJ(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{bJ}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R49"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b0(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R36"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b0(1P) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R37"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b0(1P) ( pi+ pi- pi0 )_non-omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R38"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b1(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R39"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b1(1P) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R40"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b1(1P) ( pi+ pi- pi0 )_non-omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R41"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b2(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R42"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b2(1P) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R43"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b2(1P) omega)/G(Upsilon(10860) --> chi_b1(1P) omega)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\omega}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\omega}})$",
        "pdgId": "M092R44"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b2(1P) ( pi+ pi- pi0 )_non-omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R45"
    },
    {
        "description": "G(Upsilon(10860) --> chi_b2(1P) ( pi+ pi- pi0 )_non-omega)/G(Upsilon(10860) --> chi_b1(1P) ( pi+ pi- pi0 )_non-omega)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}})/\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}})$",
        "pdgId": "M092R46"
    },
    {
        "description": "G(Upsilon(10860) --> eta_b(1S) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R53"
    },
    {
        "description": "G(Upsilon(10860) --> eta_b(2S) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(2S)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R54"
    },
    {
        "description": "G(Upsilon(10860) --> gamma X_b --> gamma Upsilon(1S) omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}_{{{b}}}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R47"
    },
    {
        "description": "G(Upsilon(10860) --> phi  anything)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R12"
    },
    {
        "description": "G(Upsilon(10860) --> D0   anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$    anything ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R10"
    },
    {
        "description": "G(Upsilon(10860) --> D_s   anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}$    anything ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R02"
    },
    {
        "description": "G(Upsilon(10860) --> J/psi   anything )/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}$    anything $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R11"
    },
    {
        "description": "G(Upsilon(10860) --> B0   anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{0}}$    anything ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R26"
    },
    {
        "description": "G(Upsilon(10860) --> B+   anything + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}$    anything ${+}$   c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M092R27"
    },
    {
        "description": "Upsilon(10860) --> B Bbar X",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit X}}$",
        "pdgId": "M092.9"
    },
    {
        "description": "Upsilon(10860) --> B Bbar",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}$",
        "pdgId": "M092.2"
    },
    {
        "description": "Upsilon(10860) --> B Bbar^*() + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{*}}{+}$   c.c.",
        "pdgId": "M092.3"
    },
    {
        "description": "Upsilon(10860) --> B^*() Bbar^*()",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}^{*}}$",
        "pdgId": "M092.4"
    },
    {
        "description": "Upsilon(10860) --> B() Bbar^{(*)}() pi",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}^{{(*)}}}{{\\mathit \\pi}}$",
        "pdgId": "M092.10"
    },
    {
        "description": "Upsilon(10860) --> B() Bbar() pi",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}$",
        "pdgId": "M092.23"
    },
    {
        "description": "Upsilon(10860) --> B^*() Bbar() pi + B() Bbar^*() pi",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}{+}$  ${{\\mathit B}}{{\\overline{\\mathit B}}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M092.24"
    },
    {
        "description": "Upsilon(10860) --> B^*() Bbar^*() pi",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{*}}{{\\overline{\\mathit B}}^{*}}{{\\mathit \\pi}}$",
        "pdgId": "M092.25"
    },
    {
        "description": "Upsilon(10860) --> B Bbar pi pi",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}}{{\\overline{\\mathit B}}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "M092.11"
    },
    {
        "description": "Upsilon(10860) --> B_s^(*)() Bbar_s^(*)()",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{(*)}}{{\\overline{\\mathit B}}_{{{s}}}^{(*)}}$",
        "pdgId": "M092.16"
    },
    {
        "description": "Upsilon(10860) --> B_s() Bbar_s()",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}}$",
        "pdgId": "M092.5"
    },
    {
        "description": "Upsilon(10860) --> B_s() Bbar_s^*() + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\overline{\\mathit B}}_{{{s}}}^{*}}{+}$   c.c.",
        "pdgId": "M092.7"
    },
    {
        "description": "Upsilon(10860) --> B_s^*() Bbar_s^*()",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}^{*}}{{\\overline{\\mathit B}}_{{{s}}}^{*}}$",
        "pdgId": "M092.8"
    },
    {
        "description": "Upsilon(10860) --> no open-bottom",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   no open-bottom",
        "pdgId": "M092.28"
    },
    {
        "description": "Upsilon(10860) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M092.1"
    },
    {
        "description": "Upsilon(10860) --> K^*(892)0 Kbar0",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit K}^{*}{(892)}^{0}}{{\\overline{\\mathit K}}^{0}}$",
        "pdgId": "M092.29"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M092.17"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(1S) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}}$",
        "pdgId": "M092.44"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(1S) eta^'",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "M092.45"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M092.18"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(2S) eta",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\eta}}$",
        "pdgId": "M092.46"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(3S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M092.19"
    },
    {
        "description": "Upsilon(10860) --> Upsilon(1S) K+ K-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit K}^{+}}{{\\mathit K}^{-}}$",
        "pdgId": "M092.20"
    },
    {
        "description": "Upsilon(10860) --> eta Upsilon_J(1D)",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}}{{\\mathit \\Upsilon}_{{{J}}}{(1D)}}$",
        "pdgId": "M092.40"
    },
    {
        "description": "Upsilon(10860) --> h_b(1P) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M092.26"
    },
    {
        "description": "Upsilon(10860) --> h_b(2P) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M092.27"
    },
    {
        "description": "Upsilon(10860) --> chi_bJ(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{bJ}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M092.41"
    },
    {
        "description": "Upsilon(10860) --> chi_b0(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M092.30"
    },
    {
        "description": "Upsilon(10860) --> chi_b0(1P) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.31"
    },
    {
        "description": "Upsilon(10860) --> chi_b0(1P) ( pi+ pi- pi0 )(non-omega)",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b0}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}}$",
        "pdgId": "M092.32"
    },
    {
        "description": "Upsilon(10860) --> chi_b1(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M092.33"
    },
    {
        "description": "Upsilon(10860) --> chi_b1(1P) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.34"
    },
    {
        "description": "Upsilon(10860) --> chi_b1(1P) ( pi+ pi- pi0 )(non-omega)",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}}$",
        "pdgId": "M092.35"
    },
    {
        "description": "Upsilon(10860) --> chi_b2(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M092.36"
    },
    {
        "description": "Upsilon(10860) --> chi_b2(1P) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.37"
    },
    {
        "description": "Upsilon(10860) --> chi_b2(1P) ( pi+ pi- pi0 )(non-omega)",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}$(  ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$) $_{{\\mathrm {non-}}{{\\mathit \\omega}}}$",
        "pdgId": "M092.38"
    },
    {
        "description": "Upsilon(10860) --> gamma X_b --> gamma Upsilon(1S) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit X}_{{{b}}}}$  $\\rightarrow$   ${{\\mathit \\gamma}}{{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.39"
    },
    {
        "description": "Upsilon(10860) --> eta_b(1S) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(1S)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.42"
    },
    {
        "description": "Upsilon(10860) --> eta_b(2S) omega",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{b}}}{(2S)}}{{\\mathit \\omega}}$",
        "pdgId": "M092.43"
    },
    {
        "description": "Upsilon(10860) --> phi  anything",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit \\phi}}$   anything",
        "pdgId": "M092.12"
    },
    {
        "description": "Upsilon(10860) --> D0   anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}$    anything ${+}$   c.c.",
        "pdgId": "M092.13"
    },
    {
        "description": "Upsilon(10860) --> D_s()   anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}}$    anything ${+}$   c.c.",
        "pdgId": "M092.6"
    },
    {
        "description": "Upsilon(10860) --> J/psi   anything",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}$    anything",
        "pdgId": "M092.14"
    },
    {
        "description": "Upsilon(10860) --> B0   anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{0}}$    anything ${+}$   c.c.",
        "pdgId": "M092.21"
    },
    {
        "description": "Upsilon(10860) --> B+   anything + c.c.",
        "description_tex": "${{\\mathit \\Upsilon}{(10860)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}$    anything ${+}$   c.c.",
        "pdgId": "M092.22"
    },
    {
        "description": "Upsilon(11020)",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$",
        "pdgId": "M093"
    },
    {
        "description": "Upsilon(11020) MASS",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$ MASS",
        "pdgId": "M093M"
    },
    {
        "description": "Upsilon(11020) WIDTH",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$ WIDTH",
        "pdgId": "M093W"
    },
    {
        "description": "G(Upsilon(11020) --> e+ e-)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "M093W1"
    },
    {
        "description": "G(Upsilon(11020) --> e+ e-) * G(Upsilon(11020) --> Upsilon(1S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R04"
    },
    {
        "description": "G(Upsilon(11020) --> e+ e-) * G(Upsilon(11020) --> Upsilon(2S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R05"
    },
    {
        "description": "G(Upsilon(11020) --> e+ e-) * G(Upsilon(11020) --> Upsilon(3S) pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}})$ ${\\times }$ $\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R06"
    },
    {
        "description": "G(Upsilon(11020) --> chi_bJ(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{bJ}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R00"
    },
    {
        "description": "G(Upsilon(11020) --> chi_b1(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R01"
    },
    {
        "description": "G(Upsilon(11020) --> chi_b2(1P) pi+ pi- pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M093R02"
    },
    {
        "description": "G(Upsilon(11020) --> chi_b2(1P) pi+ pi- pi0)/G(Upsilon(11020) --> chi_b1(1P) pi+ pi- pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "M093R03"
    },
    {
        "description": "Upsilon(11020) --> e+ e-",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "M093.1"
    },
    {
        "description": "Upsilon(11020) --> Upsilon(1S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M093.5"
    },
    {
        "description": "Upsilon(11020) --> Upsilon(2S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M093.6"
    },
    {
        "description": "Upsilon(11020) --> Upsilon(3S) pi+ pi-",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M093.7"
    },
    {
        "description": "Upsilon(11020) --> chi_bJ(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{bJ}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M093.2"
    },
    {
        "description": "Upsilon(11020) --> chi_b1(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b1}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M093.3"
    },
    {
        "description": "Upsilon(11020) --> chi_b2(1P) pi+ pi- pi0",
        "description_tex": "${{\\mathit \\Upsilon}{(11020)}}$   $\\rightarrow$   ${{\\mathit \\chi}_{{{b2}}}{(1P)}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M093.4"
    },
    {
        "description": "T_cbar sbar 0^*(2870)0",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}$",
        "pdgId": "M250"
    },
    {
        "description": "T_cbar sbar 0*(2870)0 MASS",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}$ MASS",
        "pdgId": "M250M"
    },
    {
        "description": "T_cbar sbar 0*(2870)0 WIDTH",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}$ WIDTH",
        "pdgId": "M250W"
    },
    {
        "description": "G(T_cbar_sbar_0*(2870)0 --> D- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M250R01"
    },
    {
        "description": "T_cbar_sbar_0^*(2870)0 --> D- K+",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 0}}}^{*}{(2870)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "M250.1"
    },
    {
        "description": "T_cbar sbar 1^*(2900)0",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}$",
        "pdgId": "M251"
    },
    {
        "description": "T_cbar sbar 1*(2900)0 MASS",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}$ MASS",
        "pdgId": "M251M"
    },
    {
        "description": "T_cbar sbar 1*(2900)0 WIDTH",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}$ WIDTH",
        "pdgId": "M251W"
    },
    {
        "description": "G(T_cbar_sbar_1*(2900)0 --> D- K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M251R01"
    },
    {
        "description": "T_cbar_sbar_1^*(2900)0 --> D- K+",
        "description_tex": "${{\\mathit T}_{{{{{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}^{*}{(2900)}^{0}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "M251.1"
    },
    {
        "description": "T_c sbar 0^*(2900)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}}$",
        "pdgId": "M269"
    },
    {
        "description": "T_c sbar 0*(2900)0  MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}^{0}}$  MASS",
        "pdgId": "M269M"
    },
    {
        "description": "T_c sbar 0*(2900)++  MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}^{++}}$  MASS",
        "pdgId": "M269M++"
    },
    {
        "description": "T_c sbar 0*(2900)0  WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}^{0}}$  WIDTH",
        "pdgId": "M269W"
    },
    {
        "description": "T_c sbar 0*(2900)++  WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}^{++}}$  WIDTH",
        "pdgId": "M269W++"
    },
    {
        "description": "G(T_c_sbar_0*(2900) --> D_s+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M269R01"
    },
    {
        "description": "G(T_c_sbar_0*(2900) --> D_s+ pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M269R02"
    },
    {
        "description": "T_c_sbar_0^*(2900) --> D_s()+ pi-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M269.1"
    },
    {
        "description": "T_c_sbar_0^*(2900) --> D_s()+ pi+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit s}}} 0}}}^{*}{(2900)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M269.2"
    },
    {
        "description": "T_c c(3875)+",
        "description_tex": "${{\\mathit T}_{{{c c}}}{(3875)}^{+}}$",
        "pdgId": "M265"
    },
    {
        "description": "T_c c(3875)+ T-Matrix Pole sqrt(s)",
        "description_tex": "${{\\mathit T}_{{{c c}}}{(3875)}^{+}}$ T-Matrix Pole $\\sqrt {s }$",
        "pdgId": "M265TMP"
    },
    {
        "description": "T_c c(3875)+  MASS",
        "description_tex": "${{\\mathit T}_{{{c c}}}{(3875)}^{+}}$  MASS",
        "pdgId": "M265M"
    },
    {
        "description": "mass(T_c c+) - (mass(D*+) + mass(D0))",
        "description_tex": "${\\mathit m}_{{{\\mathit T}_{{{c c}}}^{+}}}$ $&minus;$ (${\\mathit m}_{{{\\mathit D}^{*+}}}$ + ${\\mathit m}_{{{\\mathit D}^{0}}}$)",
        "pdgId": "M265DM"
    },
    {
        "description": "T_c c(3875)+  WIDTH",
        "description_tex": "${{\\mathit T}_{{{c c}}}{(3875)}^{+}}$  WIDTH",
        "pdgId": "M265W"
    },
    {
        "description": "G(T_cc(3875)+ --> D0 D0 pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{cc}}}{(3875)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{0}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M265R01"
    },
    {
        "description": "T_cc(3875)+ --> D0 D0 pi+",
        "description_tex": "${{\\mathit T}_{{{cc}}}{(3875)}^{+}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{0}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M265.1"
    },
    {
        "description": "T_{c cbar 1}(3900)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$",
        "pdgId": "M210"
    },
    {
        "description": "T_c cbar 1(3900) MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$ MASS",
        "pdgId": "M210M"
    },
    {
        "description": "T_c cbar 1(3900) WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$ WIDTH",
        "pdgId": "M210W"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> J/psi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R01"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> h_c pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R02"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R11"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> eta_c(1S) rho(770)+-)/G(T_c_cbar_1(3900) --> J/psi pi)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\rho}{(770)}^{\\pm}})/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}})$",
        "pdgId": "M210R12"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> ( D Dbar* )^+-)/G(T_c_cbar_1(3900) --> J/psi pi)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$  (  ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$) ${}^{+-})/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}})$",
        "pdgId": "M210R03"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> D0 D*- + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R09"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> D- D*0 + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*0}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R10"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> omega pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R00"
    },
    {
        "description": "G(T_c_cbar_1(3900)--> J/psi eta)/G(total)",
        "description_tex": "$\\Gamma($  ${{\\mathit J / \\psi}}$  ${{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R04"
    },
    {
        "description": "G(T_c_cbar_1(3900)--> J/psi eta)/G(T_c_cbar_1(3900) --> J/psi pi)",
        "description_tex": "$\\Gamma($  ${{\\mathit J / \\psi}}$  ${{\\mathit \\eta}})/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}})$",
        "pdgId": "M210R05"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> D+ D*- + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*-}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R06"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> D0 Dbar*0 + c.c)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{*0}}$ + c.c$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M210R07"
    },
    {
        "description": "G(T_c_cbar_1(3900) --> D+ D*- + c.c)/G(T_c_cbar_1(3900) --> D0 Dbar*0 + c.c)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*-}}$ + c.c$)/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{*0}}$ + c.c$)$",
        "pdgId": "M210R08"
    },
    {
        "description": "T_c_cbar_1(3900) --> J/psi pi",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}}$",
        "pdgId": "M210.1"
    },
    {
        "description": "T_c_cbar_1(3900) --> h_c pi+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M210.2"
    },
    {
        "description": "T_c_cbar_1(3900) --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M210.10"
    },
    {
        "description": "T_c_cbar_1(3900) --> eta_c(1S) rho(770)+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\rho}{(770)}^{\\pm}}$",
        "pdgId": "M210.11"
    },
    {
        "description": "T_{c_cbar_1}(3900) --> ( D Dbar^* )+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$  (  ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$) ${}^{+-}$",
        "pdgId": "M210.3"
    },
    {
        "description": "T_{c_cbar_1}(3900) --> D0 D^*()- + c.c.",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\mathit D}^{*-}}$ + c.c.",
        "pdgId": "M210.8"
    },
    {
        "description": "T_{c_cbar_1}(3900) --> D- D^*()0 + c.c.",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{-}}{{\\mathit D}^{*0}}$ + c.c.",
        "pdgId": "M210.9"
    },
    {
        "description": "T_c_cbar_1(3900) --> omega pi+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit \\omega}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M210.4"
    },
    {
        "description": "T_c_cbar_1(3900)--> J/psi eta",
        "description_tex": "${{\\mathit J / \\psi}}$  ${{\\mathit \\eta}}$",
        "pdgId": "M210.5"
    },
    {
        "description": "T_{c_cbar_1}(3900) --> D+ D^*()- + c.c",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{+}}{{\\mathit D}^{*-}}$ + c.c",
        "pdgId": "M210.6"
    },
    {
        "description": "T_{c_cbar_1}(3900) --> D0 Dbar^*()0 + c.c",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(3900)}}$   $\\rightarrow$   ${{\\mathit D}^{0}}{{\\overline{\\mathit D}}^{*0}}$ + c.c",
        "pdgId": "M210.7"
    },
    {
        "description": "T_{c cbar sbar 1}(4000)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$",
        "pdgId": "M259"
    },
    {
        "description": "T_c cbar sbar 1(4000) MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$ MASS",
        "pdgId": "M259M"
    },
    {
        "description": "T_c cbar sbar 1(4000) WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$ WIDTH",
        "pdgId": "M259W"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4000) --> J/psi K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M259R01"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4000) --> J/psi K0S)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$ $)/\\Gamma_{\\text{total}}$",
        "pdgId": "M259R02"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4000) --> D_s+ Dbar*0 or D_s*+ Dbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*0}}$ or  ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M259R00"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4000) --> J/psi K+)/G(T_c_cbar_sbar_1(4000) --> D_s+ Dbar*0 or D_s*+ Dbar0)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}})/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*0}}$ or  ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}})$",
        "pdgId": "M259R04"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4000) --> D_s+ D*- or D_s*+ D-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{*-}}$ or  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M259R03"
    },
    {
        "description": "T_c_cbar_sbar_1(4000) --> J/psi K+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$",
        "pdgId": "M259.1"
    },
    {
        "description": "T_c_cbar_sbar_1(4000) --> J/psi K0S",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}_S^0}$",
        "pdgId": "M259.4"
    },
    {
        "description": "T_{c_cbar_s}bar_1(4000) --> D_s()+ Dbar^*()0 or D_s^*()+ Dbar0",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\overline{\\mathit D}}^{*0}}$ or  ${{\\mathit D}_{{{s}}}^{*+}}{{\\overline{\\mathit D}}^{0}}$",
        "pdgId": "M259.2"
    },
    {
        "description": "T_{c_cbar_s}bar_1(4000) --> D_s()+ D^*()- or D_s^*()+ D-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4000)}}$   $\\rightarrow$   ${{\\mathit D}_{{{s}}}^{+}}{{\\mathit D}^{*-}}$ or  ${{\\mathit D}_{{{s}}}^{*+}}{{\\mathit D}^{-}}$",
        "pdgId": "M259.3"
    },
    {
        "description": "T_{c cbar}(4020)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$",
        "pdgId": "M213"
    },
    {
        "description": "T_c cbar(4020) MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$ MASS",
        "pdgId": "M213M"
    },
    {
        "description": "T_c cbar(4020) WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$ WIDTH",
        "pdgId": "M213W"
    },
    {
        "description": "G(T_c_cbar(4020) --> h_c(1P) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M213R01"
    },
    {
        "description": "G(T_c_cbar(4020) --> D* Dbar*)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M213R02"
    },
    {
        "description": "G(T_c_cbar(4020) --> D Dbar* + c.c.)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$ + c.c.$)/\\Gamma_{\\text{total}}$",
        "pdgId": "M213R03"
    },
    {
        "description": "G(T_c_cbar(4020) --> eta_c pi+ pi-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M213R00"
    },
    {
        "description": "G(T_c_cbar(4020) --> eta_c(1S) rho(770)+-)/G(T_c_cbar(4020) --> h_c(1P) pi)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\rho}{(770)}^{\\pm}})/\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}})$",
        "pdgId": "M213R05"
    },
    {
        "description": "G(T_c_cbar(4020) --> J/psi(1S) pi+-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M213R04"
    },
    {
        "description": "T_c_cbar(4020) --> h_c(1P) pi",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit h}_{{{c}}}{(1P)}}{{\\mathit \\pi}}$",
        "pdgId": "M213.1"
    },
    {
        "description": "T_c_cbar(4020) --> D^* Dbar^*",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit D}^{*}}{{\\overline{\\mathit D}}^{*}}$",
        "pdgId": "M213.2"
    },
    {
        "description": "T_{c_cbar}(4020) --> D Dbar^* + c.c.",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit D}}{{\\overline{\\mathit D}}^{*}}$ + c.c.",
        "pdgId": "M213.4"
    },
    {
        "description": "T_c_cbar(4020) --> eta_c pi+ pi-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "M213.3"
    },
    {
        "description": "T_c_cbar(4020) --> eta_c(1S) rho(770)+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit \\eta}_{{{c}}}{(1S)}}{{\\mathit \\rho}{(770)}^{\\pm}}$",
        "pdgId": "M213.6"
    },
    {
        "description": "T_c_cbar(4020) --> J/psi(1S) pi+-",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4020)}}$   $\\rightarrow$   ${{\\mathit J / \\psi}{(1S)}}{{\\mathit \\pi}^{\\pm}}$",
        "pdgId": "M213.5"
    },
    {
        "description": "T_{c cbar}(4050)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$",
        "pdgId": "M191"
    },
    {
        "description": "T_c cbar(4050)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$ MASS",
        "pdgId": "M191M"
    },
    {
        "description": "T_c cbar(4050)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$ WIDTH",
        "pdgId": "M191W"
    },
    {
        "description": "G(T_c_cbar(4050)+ --> pi+ chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M191R01"
    },
    {
        "description": "G(T_c_cbar(4050)+ --> pi+- chi_c0(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\chi}_{{{c0}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M191R02"
    },
    {
        "description": "G(T_c_cbar(4050)+ --> pi+- chi_c2(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\chi}_{{{c2}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M191R03"
    },
    {
        "description": "G(T_c_cbar(4050)+ --> pi+- psi(3770))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\psi}{(3770)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M191R00"
    },
    {
        "description": "T_c_cbar(4050)+ --> pi+ chi_c1(1P)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "M191.1"
    },
    {
        "description": "T_c_cbar(4050)+ --> pi+- psi(3770)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\psi}{(3770)}}$",
        "pdgId": "M191.2"
    },
    {
        "description": "T_c_cbar(4050)+ --> pi+- chi_c0(1P)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\chi}_{{{c0}}}{(1P)}}$",
        "pdgId": "M191.3"
    },
    {
        "description": "T_c_cbar(4050)+ --> pi+- chi_c2(1P)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4050)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{\\pm}}{{\\mathit \\chi}_{{{c2}}}{(1P)}}$",
        "pdgId": "M191.4"
    },
    {
        "description": "T_{c cbar}(4055)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$",
        "pdgId": "M223"
    },
    {
        "description": "T_c cbar(4055)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$ MASS",
        "pdgId": "M223M"
    },
    {
        "description": "T_c cbar(4055)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$ WIDTH",
        "pdgId": "M223W"
    },
    {
        "description": "G(T_c_cbar(4055)+ --> pi+ psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M223R01"
    },
    {
        "description": "G(T_c_cbar(4055)+ --> pi+ psi(3770))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(3770)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M223R00"
    },
    {
        "description": "T_c_cbar(4055)+ --> pi+ psi(2S)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M223.1"
    },
    {
        "description": "T_c_cbar(4055)+ --> pi+ psi(3770)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4055)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(3770)}}$",
        "pdgId": "M223.2"
    },
    {
        "description": "T_{c cbar}(4100)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$",
        "pdgId": "M240"
    },
    {
        "description": "T_c cbar(4100)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$ MASS",
        "pdgId": "M240M"
    },
    {
        "description": "T_c cbar(4100)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$ WIDTH",
        "pdgId": "M240W"
    },
    {
        "description": "G(T_c_cbar(4100)+ --> pi+ eta_c(1S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}_{{{c}}}{(1S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M240R01"
    },
    {
        "description": "G(T_c_cbar(4100)+ --> pi+ psi(3770))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(3770)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M240R00"
    },
    {
        "description": "T_c_cbar(4100)+ --> pi+ eta_c(1S)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\eta}_{{{c}}}{(1S)}}$",
        "pdgId": "M240.1"
    },
    {
        "description": "T_c_cbar(4100)+ --> pi+ psi(3770)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4100)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(3770)}}$",
        "pdgId": "M240.2"
    },
    {
        "description": "T_{c cbar 1}(4200)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}$",
        "pdgId": "M231"
    },
    {
        "description": "T_c cbar 1(4200)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}$ MASS",
        "pdgId": "M231M"
    },
    {
        "description": "T_c cbar 1(4200)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}$ WIDTH",
        "pdgId": "M231W"
    },
    {
        "description": "G(T_c_cbar_1(4200)+ --> J/psi pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M231R01"
    },
    {
        "description": "T_c_cbar_1(4200)+ --> J/psi pi+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4200)}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M231.1"
    },
    {
        "description": "T_{c cbar s}bar 1(4220)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4220)}^{+}}$",
        "pdgId": "M260"
    },
    {
        "description": "T_c cbar sbar 1(4220)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4220)}^{+}}$ MASS",
        "pdgId": "M260M"
    },
    {
        "description": "T_c cbar sbar 1(4220)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4220)}^{+}}$ WIDTH",
        "pdgId": "M260W"
    },
    {
        "description": "G(T_c_cbar_sbar_1(4220)+ --> J/psi K+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4220)}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M260R01"
    },
    {
        "description": "T_c_cbar_sbar_1(4220)+ --> J/psi K+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} {{\\overline{\\mathit s}}} 1}}}{(4220)}^{+}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit K}^{+}}$",
        "pdgId": "M260.1"
    },
    {
        "description": "T_{c cbar 0}(4240)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 0}}}{(4240)}^{+}}$",
        "pdgId": "M216"
    },
    {
        "description": "T_c cbar 0(4240)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 0}}}{(4240)}^{+}}$ MASS",
        "pdgId": "M216M"
    },
    {
        "description": "T_c cbar 0(4240)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 0}}}{(4240)}^{+}}$ WIDTH",
        "pdgId": "M216W"
    },
    {
        "description": "G(T_c_cbar_0(4240)+ --> pi+ psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 0}}}{(4240)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M216R01"
    },
    {
        "description": "T_c_cbar_0(4240)+ --> pi+ psi(2S)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 0}}}{(4240)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M216.1"
    },
    {
        "description": "T_{c cbar}(4250)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}$",
        "pdgId": "M192"
    },
    {
        "description": "T_c cbar(4250)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}$ MASS",
        "pdgId": "M192M"
    },
    {
        "description": "T_c cbar(4250)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}$ WIDTH",
        "pdgId": "M192W"
    },
    {
        "description": "G(T_c_cbar(4250)+ --> pi+ chi_c1(1P))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\chi}_{{{c1}}}{(1P)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M192R01"
    },
    {
        "description": "T_c_cbar(4250)+ --> pi+ chi_c1(1P)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}}}}}{(4250)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\chi}_{{{c1}}}{(1P)}}$",
        "pdgId": "M192.1"
    },
    {
        "description": "T_{c cbar 1}(4430)+",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$",
        "pdgId": "M195"
    },
    {
        "description": "T_c cbar 1(4430)+ MASS",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$ MASS",
        "pdgId": "M195M"
    },
    {
        "description": "T_c cbar 1(4430)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$ WIDTH",
        "pdgId": "M195W"
    },
    {
        "description": "G(T_c_cbar_1(4430)+ --> pi+ psi(2S))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M195R01"
    },
    {
        "description": "G(T_c_cbar_1(4430)+ --> pi+ J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M195R02"
    },
    {
        "description": "T_c_cbar_1(4430)+ --> pi+ psi(2S)",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\psi}{(2S)}}$",
        "pdgId": "M195.1"
    },
    {
        "description": "T_c_cbar_1(4430)+ --> pi+ J/psi",
        "description_tex": "${{\\mathit T}_{{{c {{\\overline{\\mathit c}}} 1}}}{(4430)}^{+}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit J / \\psi}}$",
        "pdgId": "M195.2"
    },
    {
        "description": "T_{b sbar}(5568)+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit s}}}}}}{(5568)}^{+}}$",
        "pdgId": "M232"
    },
    {
        "description": "T_b sbar(5568)+ MASS",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit s}}}}}}{(5568)}^{+}}$ MASS",
        "pdgId": "M232M"
    },
    {
        "description": "T_b sbar(5568)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit s}}}}}}{(5568)}^{+}}$ WIDTH",
        "pdgId": "M232W"
    },
    {
        "description": "G(T_b_sbar(5568)+ --> B_s pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit s}}}}}}{(5568)}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M232R01"
    },
    {
        "description": "T_b_sbar(5568)+ --> B_s pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit s}}}}}}{(5568)}^{+}}$   $\\rightarrow$   ${{\\mathit B}_{{{s}}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M232.1"
    },
    {
        "description": "T_c c cbar cbar(6900)0",
        "description_tex": "${{\\mathit T}_{{{c c {{\\overline{\\mathit c}}} {{\\overline{\\mathit c}}}}}}{(6900)}^{0}}$",
        "pdgId": "M268"
    },
    {
        "description": "T_c c cbar cbar(6900)0 MASS",
        "description_tex": "${{\\mathit T}_{{{c c {{\\overline{\\mathit c}}} {{\\overline{\\mathit c}}}}}}{(6900)}^{0}}$ MASS",
        "pdgId": "M268M"
    },
    {
        "description": "T_c c cbar cbar(6900)0 WIDTH",
        "description_tex": "${{\\mathit T}_{{{c c {{\\overline{\\mathit c}}} {{\\overline{\\mathit c}}}}}}{(6900)}^{0}}$ WIDTH",
        "pdgId": "M268W"
    },
    {
        "description": "G(T_c_c_cbar_cbar(6900)0 --> J/psi J/psi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{c c {{\\overline{\\mathit c}}} {{\\overline{\\mathit c}}}}}}{(6900)}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M268R00"
    },
    {
        "description": "T_c_c_cbar_cbar(6900)0 --> J/psi J/psi",
        "description_tex": "${{\\mathit T}_{{{c c {{\\overline{\\mathit c}}} {{\\overline{\\mathit c}}}}}}{(6900)}^{0}}$   $\\rightarrow$   ${{\\mathit J / \\psi}}{{\\mathit J / \\psi}}$",
        "pdgId": "M268.1"
    },
    {
        "description": "T_{b bbar 1}(10610)",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$",
        "pdgId": "M207"
    },
    {
        "description": "T_b bbar 1(10610)+- MASS",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}^{\\pm}}$ MASS",
        "pdgId": "M207M"
    },
    {
        "description": "T_b bbar 1(10610)0 MASS",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}^{0}}$ MASS",
        "pdgId": "M207M0"
    },
    {
        "description": "T_b bbar 1(10610)+- WIDTH",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}^{\\pm}}$ WIDTH",
        "pdgId": "M207W"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(1S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R01"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(1S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R09"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(2S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R02"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(2S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R10"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(3S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R03"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> Upsilon(3S) pi0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R11"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> h_b(1P) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R04"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> h_b(2P) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R05"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> B+ Bbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R08"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> B+ Bbar*0 + B*+ Bbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{*0}}{+}$  ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M207R00"
    },
    {
        "description": "G(T_b_bbar_1(10610) --> B+ Bbar*0 + B*+ Bbar0)/[G(T_b_bbar_1(10610) --> Upsilon(1S) pi+)+ G(T_b_bbar_1(10610) --> Upsilon(2S) pi+)+ G(T_b_bbar_1(10610) --> Upsilon(3S) pi+)+ G(T_b_bbar_1(10610) --> h_b(1P) pi+)+ G(T_b_bbar_1(10610) --> h_b(2P) pi+)]",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{*0}}{+}$  ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{0}})/[\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}})\\rbrack{}$",
        "pdgId": "M207R07"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(1S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M207.1"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(1S) pi0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M207.9"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(2S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M207.2"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(2S) pi0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M207.10"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(3S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M207.3"
    },
    {
        "description": "T_b_bbar_1(10610) --> Upsilon(3S) pi0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "M207.11"
    },
    {
        "description": "T_b_bbar_1(10610) --> h_b(1P) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M207.4"
    },
    {
        "description": "T_b_bbar_1(10610) --> h_b(2P) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M207.5"
    },
    {
        "description": "T_b_bbar_1(10610) --> B+ Bbar0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{0}}$",
        "pdgId": "M207.8"
    },
    {
        "description": "T_b_bbar_1(10610) --> B+ Bbar^*()0 + B^*()+ Bbar0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10610)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{*0}}{+}$  ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{0}}$",
        "pdgId": "M207.6"
    },
    {
        "description": "T_{b bbar 1}(10650)",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$",
        "pdgId": "M208"
    },
    {
        "description": "T_b bbar 1(10650)+ MASS",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}^{+}}$ MASS",
        "pdgId": "M208M"
    },
    {
        "description": "T_b bbar 1(10650)+ WIDTH",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}^{+}}$ WIDTH",
        "pdgId": "M208W"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> Upsilon(1S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R01"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> Upsilon(2S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R02"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> Upsilon(3S) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R03"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> h_b(1P) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R04"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> h_b(2P) pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R05"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> B+ Bbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R08"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> B+ Bbar*0 + B*+ Bbar0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{*0}}{+}$  ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R00"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> B*+ Bbar*0)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{*0}})/\\Gamma_{\\text{total}}$",
        "pdgId": "M208R06"
    },
    {
        "description": "G(T_b_bbar_1(10650) --> B*+ Bbar*0)/[G(T_b_bbar_1(10650) --> Upsilon(1S) pi+)+ G(T_b_bbar_1(10650) --> Upsilon(2S) pi+)+ G(T_b_bbar_1(10650) --> Upsilon(3S) pi+)+ G(T_b_bbar_1(10650) --> h_b(1P) pi+)+ G(T_b_bbar_1(10650) --> h_b(2P) pi+)]",
        "description_tex": "$\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{*0}})/[\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}})$+ $\\Gamma({{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}})\\rbrack{}$",
        "pdgId": "M208R07"
    },
    {
        "description": "T_b_bbar_1(10650) --> Upsilon(1S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(1S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M208.1"
    },
    {
        "description": "T_b_bbar_1(10650) --> Upsilon(2S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(2S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M208.2"
    },
    {
        "description": "T_b_bbar_1(10650) --> Upsilon(3S) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit \\Upsilon}{(3S)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M208.3"
    },
    {
        "description": "T_b_bbar_1(10650) --> h_b(1P) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(1P)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M208.4"
    },
    {
        "description": "T_b_bbar_1(10650) --> h_b(2P) pi+",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit h}_{{{b}}}{(2P)}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "M208.5"
    },
    {
        "description": "T_b_bbar_1(10650) --> B+ Bbar0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{0}}$",
        "pdgId": "M208.8"
    },
    {
        "description": "T_b_bbar_1(10650) --> B+ Bbar^*()0 + B^*()+ Bbar0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{+}}{{\\overline{\\mathit B}}^{*0}}{+}$  ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{0}}$",
        "pdgId": "M208.6"
    },
    {
        "description": "T_b_bbar_1(10650) --> B^*()+ Bbar^*()0",
        "description_tex": "${{\\mathit T}_{{{b {{\\overline{\\mathit b}}} 1}}}{(10650)}}$   $\\rightarrow$   ${{\\mathit B}^{*+}}{{\\overline{\\mathit B}}^{*0}}$",
        "pdgId": "M208.7"
    },
    {
        "description": "Further States",
        "description_tex": "Further States",
        "pdgId": "M300"
    },
    {
        "description": "X(360)      IG(JPC) = ??(??+)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(360)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{?+})$",
        "pdgId": "M300K08"
    },
    {
        "description": "X(1070)      IG(JPC) = ??(0++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1070)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(0{}^{++})$",
        "pdgId": "M300J07"
    },
    {
        "description": "X(1110)      IG(JPC) = 0+(even++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1110)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(even{}^{++})$",
        "pdgId": "M300J30"
    },
    {
        "description": "f_0(1200-1600)      IG(JPC) = 0+(0++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{0}}}{(1200-1600)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$",
        "pdgId": "M300J98"
    },
    {
        "description": "X(1420)      IG(JPC) = 2+(0++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1420)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 2{}^{+}(0{}^{++})$",
        "pdgId": "M300J61"
    },
    {
        "description": "X(1545)      IG(JPC) = ??(?++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1545)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{++})$",
        "pdgId": "M300K07"
    },
    {
        "description": "X(1575)      IG(JPC) = ??(1--)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1575)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$",
        "pdgId": "M300J08"
    },
    {
        "description": "X(1600)      IG(JPC) = 2+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1600)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 2{}^{+}(2{}^{++})$",
        "pdgId": "M300J99"
    },
    {
        "description": "X(1650)      IG(JPC) = 0-(??-)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1650)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(?{}^{?-})$",
        "pdgId": "M300J62"
    },
    {
        "description": "X(1730)      IG(JPC) = ??(??+)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1730)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{?+})$",
        "pdgId": "M300K06"
    },
    {
        "description": "f_2(1750)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{2}}}{(1750)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300JAM"
    },
    {
        "description": "Gamma(K Kbar)",
        "description_tex": "$\\mathbf { \\Gamma\\mathrm {({{\\mathit K}} {{\\overline{\\mathit K}}})} }$",
        "pdgId": "M300JA1"
    },
    {
        "description": "Gamma(gamma gamma)",
        "description_tex": "$\\mathbf { \\Gamma\\mathrm {({{\\mathit \\gamma}} {{\\mathit \\gamma}})} }$",
        "pdgId": "M300JA2"
    },
    {
        "description": "Gamma(pi pi)",
        "description_tex": "$\\mathbf { \\Gamma\\mathrm {({{\\mathit \\pi}} {{\\mathit \\pi}})} }$",
        "pdgId": "M300JA3"
    },
    {
        "description": "Gamma(eta eta)",
        "description_tex": "$\\mathbf { \\Gamma\\mathrm {({{\\mathit \\eta}} {{\\mathit \\eta}})} }$",
        "pdgId": "M300JA4"
    },
    {
        "description": "X(1775)      IG(JPC) = 1-(?-+)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1775)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(?{}^{-+})$",
        "pdgId": "M300J60"
    },
    {
        "description": "X(1850 - 3100)      IG(JPC) = ??(1--)",
        "description_tex": "$\\mathbf {{{\\mathit X}}(1850 - 3100)}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$",
        "pdgId": "M300K28"
    },
    {
        "description": "X(1855)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1855)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J31"
    },
    {
        "description": "X(1870)      IG(JPC) = ??(2??)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1870)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(2{}^{??})$",
        "pdgId": "M300J45"
    },
    {
        "description": "a_3(1875)      IG(JPC) = 1-(3++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{3}}}{(1875)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$",
        "pdgId": "M300J95"
    },
    {
        "description": "B(a_3(1875) --> f_2(1270) pi)/B(a_3(1875) --> rho pi)",
        "description_tex": "$\\mathbf {B({{\\mathit a}_{{{3}}}{(1875)}}   \\rightarrow   {{\\mathit f}_{{{2}}}{(1270)}} {{\\mathit \\pi}})/B({{\\mathit a}_{{{3}}}{(1875)}}   \\rightarrow   {{\\mathit \\rho}} {{\\mathit \\pi}})}$",
        "pdgId": "M300B7"
    },
    {
        "description": "B(a_3(1875) --> rho_3(1690) pi)/B(a_3(1875) --> rho pi)",
        "description_tex": "$\\mathbf {B({{\\mathit a}_{{{3}}}{(1875)}}   \\rightarrow   {{\\mathit \\rho}_{{{3}}}{(1690)}} {{\\mathit \\pi}})/B({{\\mathit a}_{{{3}}}{(1875)}}   \\rightarrow   {{\\mathit \\rho}} {{\\mathit \\pi}})}$",
        "pdgId": "M300B8"
    },
    {
        "description": "h_1(1900)      IG(JPC) = 0-(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{1}}}{(1900)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$",
        "pdgId": "M300A13"
    },
    {
        "description": "a_1(1930)      IG(JPC) = 1-(1++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{1}}}{(1930)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$",
        "pdgId": "M300J92"
    },
    {
        "description": "X(1935)      IG(JPC) = 1+(1-?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1935)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(1{}^{-?})$",
        "pdgId": "M300J33"
    },
    {
        "description": "rho_2(1940)      IG(JPC) = 1+(2--)",
        "description_tex": "$\\mathbf {{{\\mathit \\rho}_{{{2}}}{(1940)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(2{}^{--})$",
        "pdgId": "M300J85"
    },
    {
        "description": "omega_3(1945)      IG(JPC) = 0-(3--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{3}}}{(1945)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$",
        "pdgId": "M300J65"
    },
    {
        "description": "a_2(1950)      IG(JPC) = 1-(2++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{2}}}{(1950)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$",
        "pdgId": "M300K24"
    },
    {
        "description": "omega(1960)      IG(JPC) = 0-(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}{(1960)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$",
        "pdgId": "M300J79"
    },
    {
        "description": "b_1(1960)      IG(JPC) = 1+(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit b}_{{{1}}}{(1960)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(1{}^{+-})$",
        "pdgId": "M300J67"
    },
    {
        "description": "h_1(1965)      IG(JPC) = 0-(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{1}}}{(1965)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$",
        "pdgId": "M300J64"
    },
    {
        "description": "f_1(1970)      IG(JPC) = 0+(1++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{1}}}{(1970)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(1{}^{++})$",
        "pdgId": "M300J1"
    },
    {
        "description": "X(1970)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1970)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J46"
    },
    {
        "description": "X(1975)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(1975)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J47"
    },
    {
        "description": "omega_2(1975)      IG(JPC) = 0-(2--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{2}}}{(1975)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(2{}^{--})$",
        "pdgId": "M300J81"
    },
    {
        "description": "a_2(1990)      IG(JPC) = 1-(2++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{2}}}{(1990)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$",
        "pdgId": "M300J2"
    },
    {
        "description": "Gamma(gamma gamma) Gamma(pi+ pi- pi0) / Gamma(total)",
        "description_tex": "$\\mathbf {\\Gamma\\mathrm {({{\\mathit \\gamma}} {{\\mathit \\gamma}})} \\Gamma\\mathrm {({{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}} {{\\mathit \\pi}^{0}})} / \\Gamma\\mathrm {(total)}}$",
        "pdgId": "M300J2G"
    },
    {
        "description": "rho(2000)      IG(JPC) = 1+(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\rho}{(2000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(1{}^{--})$",
        "pdgId": "M300J77"
    },
    {
        "description": "f_2(2000)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{2}}}{(2000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300J25"
    },
    {
        "description": "X(2000)      IG(JPC) = 1-(??+)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(?{}^{?+})$",
        "pdgId": "M300K01"
    },
    {
        "description": "X(2000)      IG(JPC) = ??(4++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(4{}^{++})$",
        "pdgId": "M300J97"
    },
    {
        "description": "X(2000)      IG(JPC) = 0-(1--)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$",
        "pdgId": "M300A14"
    },
    {
        "description": "eta(2010)      IG(JPC) = 0+(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}{(2010)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$",
        "pdgId": "M300J5"
    },
    {
        "description": "pi_1(2015)      IG(JPC) = 1-(1-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\pi}_{{{1}}}{(2015)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(1{}^{-+})$",
        "pdgId": "M300J05"
    },
    {
        "description": "a_0(2020)      IG(JPC) = 1-(0++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{0}}}{(2020)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(0{}^{++})$",
        "pdgId": "M300J6"
    },
    {
        "description": "X(2020)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2020)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J34"
    },
    {
        "description": "h_3(2025)      IG(JPC) = 0-(3+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{3}}}{(2025)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(3{}^{+-})$",
        "pdgId": "M300J78"
    },
    {
        "description": "b_3(2030)      IG(JPC) = 1+(3+-)",
        "description_tex": "$\\mathbf {{{\\mathit b}_{{{3}}}{(2030)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(3{}^{+-})$",
        "pdgId": "M300J69"
    },
    {
        "description": "a_2(2030)      IG(JPC) = 1-(2++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{2}}}{(2030)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$",
        "pdgId": "M300K23"
    },
    {
        "description": "a_3(2030)      IG(JPC) = 1-(3++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{3}}}{(2030)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$",
        "pdgId": "M300K20"
    },
    {
        "description": "eta_2(2030)      IG(JPC) = 0+(2-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}_{{{2}}}{(2030)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{-+})$",
        "pdgId": "M300J8"
    },
    {
        "description": "B(a_2 pi)(L=0)/B(a_2 pi)(L=2)",
        "description_tex": "$\\mathbf {B({{\\mathit a}_{{{2}}}} {{\\mathit \\pi}})_{\\mathit L=0}/B({{\\mathit a}_{{{2}}}} {{\\mathit \\pi}})_{\\mathit L=2}}$",
        "pdgId": "M300B1"
    },
    {
        "description": "B(a_0 pi)/B(a_2 pi)(L=2)",
        "description_tex": "$\\mathbf {B({{\\mathit a}_{{{0}}}} {{\\mathit \\pi}})/B({{\\mathit a}_{{{2}}}} {{\\mathit \\pi}})_{\\mathit L=2}}$",
        "pdgId": "M300B2"
    },
    {
        "description": "B(f_2 eta)/B(a_2 pi)(L=2)",
        "description_tex": "$\\mathbf {B({{\\mathit f}_{{{2}}}} {{\\mathit \\eta}})/B({{\\mathit a}_{{{2}}}} {{\\mathit \\pi}})_{\\mathit L=2}}$",
        "pdgId": "M300B3"
    },
    {
        "description": "f_3(2050)      IG(JPC) = 0+(3++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{3}}}{(2050)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(3{}^{++})$",
        "pdgId": "M300J7"
    },
    {
        "description": "f_0(2060)      IG(JPC) = 0+(0++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{0}}}{(2060)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$",
        "pdgId": "M300J59"
    },
    {
        "description": "pi(2070)      IG(JPC) = 1-(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\pi}{(2070)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(0{}^{-+})$",
        "pdgId": "M300J91"
    },
    {
        "description": "X(2080)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2080)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J35"
    },
    {
        "description": "X(2080)      IG(JPC) = ??(3-?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2080)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(3{}^{-?})$",
        "pdgId": "M300J37"
    },
    {
        "description": "K_1(2085)      IG(JPC) = ??(1+?)",
        "description_tex": "$\\mathbf {{{\\mathit K}_{{{1}}}{(2085)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{+?})$",
        "pdgId": "M300J01"
    },
    {
        "description": "a_1(2095)      IG(JPC) = 1-(1++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{1}}}{(2095)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$",
        "pdgId": "M300J04"
    },
    {
        "description": "B(a_1(2095) --> f_1(1285) pi) / B(a_1(2095) --> a_1(1260))",
        "description_tex": "$\\mathbf {B({{\\mathit a}_{{{1}}}{(2095)}}   \\rightarrow   {{\\mathit f}_{{{1}}}{(1285)}} {{\\mathit \\pi}}) / B({{\\mathit a}_{{{1}}}{(2095)}}   \\rightarrow   {{\\mathit a}_{{{1}}}{(1260)}})}$",
        "pdgId": "M300B03"
    },
    {
        "description": "eta(2100)      IG(JPC) = 0+(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}{(2100)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$",
        "pdgId": "M300J48"
    },
    {
        "description": "X(2100)      IG(JPC) = ??(0??)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2100)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(0{}^{??})$",
        "pdgId": "M300J49"
    },
    {
        "description": "X(2110)      IG(JPC) = 1+(3-?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2110)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(3{}^{-?})$",
        "pdgId": "M300J36"
    },
    {
        "description": "X(2120)      IG(JPC) = ??(0??)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2120)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(0{}^{??})$",
        "pdgId": "M300A07"
    },
    {
        "description": "omega(2120) or phi(2120)       IG(JPC) = 0-(?--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}{(2120)}}}$ or $\\mathbf {{{\\mathit \\phi}{(2120)}}}$  $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(?{}^{--})$",
        "pdgId": "M300K43"
    },
    {
        "description": "f_2(2140)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{2}}}{(2140)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300J50"
    },
    {
        "description": "X(2150)      IG(JPC) = ??(2+?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2150)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(2{}^{+?})$",
        "pdgId": "M300J38"
    },
    {
        "description": "a_2(2175)      IG(JPC) = 1-(2++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{2}}}{(2175)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$",
        "pdgId": "M300J88"
    },
    {
        "description": "eta(2190)      IG(JPC) = 0+(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}{(2190)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$",
        "pdgId": "M300J13"
    },
    {
        "description": "omega_2(2195)      IG(JPC) = 0-(2--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{2}}}{(2195)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(2{}^{--})$",
        "pdgId": "M300J82"
    },
    {
        "description": "X(2210)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2210)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J51"
    },
    {
        "description": "X_2(2210)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit X}_{{{2}}}{(2210)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300A05"
    },
    {
        "description": "h_1(2215)      IG(JPC) = 0-(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{1}}}{(2215)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$",
        "pdgId": "M300J27"
    },
    {
        "description": "rho_2(2225)      IG(JPC) = 1+(2--)",
        "description_tex": "$\\mathbf {{{\\mathit \\rho}_{{{2}}}{(2225)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(2{}^{--})$",
        "pdgId": "M300J70"
    },
    {
        "description": "rho_4(2230)      IG(JPC) = 1+(4--)",
        "description_tex": "$\\mathbf {{{\\mathit \\rho}_{{{4}}}{(2230)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(4{}^{--})$",
        "pdgId": "M300J74"
    },
    {
        "description": "b_1(2240)      IG(JPC) = 1+(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit b}_{{{1}}}{(2240)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(1{}^{+-})$",
        "pdgId": "M300J87"
    },
    {
        "description": "f_2(2240)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{2}}}{(2240)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300K26"
    },
    {
        "description": "b_3(2245)      IG(JPC) = 1+(3+-)",
        "description_tex": "$\\mathbf {{{\\mathit b}_{{{3}}}{(2245)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(3{}^{+-})$",
        "pdgId": "M300K10"
    },
    {
        "description": "eta_2(2250)      IG(JPC) = 0+(2-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}_{{{2}}}{(2250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{-+})$",
        "pdgId": "M300J17"
    },
    {
        "description": "pi_4(2250)      IG(JPC) = 1-(4-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\pi}_{{{4}}}{(2250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(4{}^{-+})$",
        "pdgId": "M300J73"
    },
    {
        "description": "omega_4(2250)      IG(JPC) = 0-(4--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{4}}}{(2250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(4{}^{--})$",
        "pdgId": "M300J84"
    },
    {
        "description": "omega_5(2250)      IG(JPC) = 0-(5--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{5}}}{(2250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(5{}^{--})$",
        "pdgId": "M300K11"
    },
    {
        "description": "omega_3(2255)      IG(JPC) = 0-(3--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{3}}}{(2255)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$",
        "pdgId": "M300J66"
    },
    {
        "description": "a_4(2255)      IG(JPC) = 1-(4++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{4}}}{(2255)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(4{}^{++})$",
        "pdgId": "M300K21"
    },
    {
        "description": "a_2(2255)      IG(JPC) = 1-(2++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{2}}}{(2255)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{++})$",
        "pdgId": "M300K22"
    },
    {
        "description": "X(2260)      IG(JPC) = 0+(4+?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2260)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(4{}^{+?})$",
        "pdgId": "M300J40"
    },
    {
        "description": "rho(2270)      IG(JPC) = 1+(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\rho}{(2270)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{+}(1{}^{--})$",
        "pdgId": "M300J86"
    },
    {
        "description": "a_1(2270)      IG(JPC) = 1-(1++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{1}}}{(2270)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(1{}^{++})$",
        "pdgId": "M300J72"
    },
    {
        "description": "h_3(2275)      IG(JPC) = 0-(3+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{3}}}{(2275)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(3{}^{+-})$",
        "pdgId": "M300J28"
    },
    {
        "description": "a_3(2275)      IG(JPC) = 1-(3++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{3}}}{(2275)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(3{}^{++})$",
        "pdgId": "M300K19"
    },
    {
        "description": "pi_2(2285)      IG(JPC) = 1-(2-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\pi}_{{{2}}}{(2285)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(2{}^{-+})$",
        "pdgId": "M300K25"
    },
    {
        "description": "omega_3(2285)      IG(JPC) = 0-(3--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}_{{{3}}}{(2285)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(3{}^{--})$",
        "pdgId": "M300J83"
    },
    {
        "description": "omega(2290)      IG(JPC) = 0-(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}{(2290)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$",
        "pdgId": "M300J02"
    },
    {
        "description": "f_2(2295)      IG(JPC) = 0+(2++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{2}}}{(2295)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(2{}^{++})$",
        "pdgId": "M300K27"
    },
    {
        "description": "f_3(2300)      IG(JPC) = 0+(3++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{3}}}{(2300)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(3{}^{++})$",
        "pdgId": "M300J19"
    },
    {
        "description": "f_1(2310)      IG(JPC) = 0+(1++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{1}}}{(2310)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(1{}^{++})$",
        "pdgId": "M300J23"
    },
    {
        "description": "eta(2320)      IG(JPC) = 0+(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}{(2320)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{-+})$",
        "pdgId": "M300J18"
    },
    {
        "description": "eta_4(2330)      IG(JPC) = 0+(4-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\eta}_{{{4}}}{(2330)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(4{}^{-+})$",
        "pdgId": "M300J22"
    },
    {
        "description": "omega(2330)      IG(JPC) = 0-(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\omega}{(2330)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$",
        "pdgId": "M300J53"
    },
    {
        "description": "X(2340)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2340)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J54"
    },
    {
        "description": "pi(2360)      IG(JPC) = 1-(0-+)",
        "description_tex": "$\\mathbf {{{\\mathit \\pi}{(2360)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(0{}^{-+})$",
        "pdgId": "M300J90"
    },
    {
        "description": "X(2360)      IG(JPC) = ??(4+?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2360)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(4{}^{+?})$",
        "pdgId": "M300J42"
    },
    {
        "description": "X(2440)      IG(JPC) = ??(5-?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2440)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(5{}^{-?})$",
        "pdgId": "M300J43"
    },
    {
        "description": "a_6(2450)      IG(JPC) = 1-(6++)",
        "description_tex": "$\\mathbf {{{\\mathit a}_{{{6}}}{(2450)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 1{}^{-}(6{}^{++})$",
        "pdgId": "M300K12"
    },
    {
        "description": "X(2540)      IG(JPC) = 0+(0++)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2540)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(0{}^{++})$",
        "pdgId": "M300K30"
    },
    {
        "description": "Gamma(gamma gamma) x B(K Kbar)",
        "description_tex": "$\\mathbf { \\Gamma\\mathrm {({{\\mathit \\gamma}} {{\\mathit \\gamma}})} {\\times } B({{\\mathit K}} {{\\overline{\\mathit K}}}) }$",
        "pdgId": "M300K3G"
    },
    {
        "description": "X(2600)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2600)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300A01"
    },
    {
        "description": "B(J/psi --> gamma X(2600)) x B(X(2600) --> f_0(1500) eta') x B(f_0(1500) --> pi+ pi-)",
        "description_tex": "$\\mathbf {B({{\\mathit J / \\psi}}   \\rightarrow   {{\\mathit \\gamma}} {{\\mathit X}{(2600)}}) {\\times } B({{\\mathit X}{(2600)}}   \\rightarrow   {{\\mathit f}_{{{0}}}{(1500)}} {{\\mathit \\eta}^{\\,'}}) {\\times } B({{\\mathit f}_{{{0}}}{(1500)}}   \\rightarrow   {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}})}$",
        "pdgId": "M300A02"
    },
    {
        "description": "B(J/psi --> gamma X(2600)) x B(X(2600) --> X(1540) eta') x B(X(1540) --> pi+ pi-)",
        "description_tex": "$\\mathbf {B({{\\mathit J / \\psi}}   \\rightarrow   {{\\mathit \\gamma}} {{\\mathit X}{(2600)}}) {\\times } B({{\\mathit X}{(2600)}}   \\rightarrow   {{\\mathit X}{(1540)}} {{\\mathit \\eta}^{\\,'}}) {\\times } B({{\\mathit X}{(1540)}}   \\rightarrow   {{\\mathit \\pi}^{+}} {{\\mathit \\pi}^{-}})}$",
        "pdgId": "M300A03"
    },
    {
        "description": "K_0*(2600)  I(J**P) = 1/2(0+)",
        "description_tex": "$\\mathbf {{{\\mathit K}_{{{0}}}^{*}{(2600)}}}$ $\\mathit I(\\mathit J{}^{P}) = 1/2(0{}^{+})$",
        "pdgId": "M300A09"
    },
    {
        "description": "X(2632)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2632)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J03"
    },
    {
        "description": "B(X(2632) --> D0 K+)/B(X(2632) --> D_s+ eta)",
        "description_tex": "$\\mathbf {B({{\\mathit X}{(2632)}}   \\rightarrow   {{\\mathit D}^{0}} {{\\mathit K}^{+}})/B({{\\mathit X}{(2632)}}   \\rightarrow   {{\\mathit D}_{{{s}}}^{+}} {{\\mathit \\eta}})}$",
        "pdgId": "M300B01"
    },
    {
        "description": "X(2680)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2680)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J55"
    },
    {
        "description": "X(2710)      IG(JPC) = ??(6+?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2710)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(6{}^{+?})$",
        "pdgId": "M300J44"
    },
    {
        "description": "X(2750)      IG(JPC) = ??(7-?)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(2750)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(7{}^{-?})$",
        "pdgId": "M300J56"
    },
    {
        "description": "f_6(3100)      IG(JPC) = 0+(6++)",
        "description_tex": "$\\mathbf {{{\\mathit f}_{{{6}}}{(3100)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(6{}^{++})$",
        "pdgId": "M300J06"
    },
    {
        "description": "X(3250)      IG(JPC) = ??(???) 3-Body Decays",
        "description_tex": "$\\mathbf {{{\\mathit X}{(3250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$ 3-Body Decays",
        "pdgId": "M300J57"
    },
    {
        "description": "X(3250)      IG(JPC) = ??(???) 4-Body Decays",
        "description_tex": "$\\mathbf {{{\\mathit X}{(3250)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$ 4-Body Decays",
        "pdgId": "M300J58"
    },
    {
        "description": "X(3350)      IG(JPC) = ??(???)",
        "description_tex": "$\\mathbf {{{\\mathit X}{(3350)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(?{}^{??})$",
        "pdgId": "M300J09"
    },
    {
        "description": "psi(3760)      IG(JPC) = ??(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\psi}{(3760)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$",
        "pdgId": "M300A10"
    },
    {
        "description": "psi(3780)      IG(JPC) = ??(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\psi}{(3780)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$",
        "pdgId": "M300A11"
    },
    {
        "description": "psi(3810)      IG(JPC) = ??(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\psi}{(3810)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = ?{}^{?}(1{}^{--})$",
        "pdgId": "M300A12"
    },
    {
        "description": "h_c(4000)  IG(JPC) = 0-(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{c}}}{(4000)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$",
        "pdgId": "M300A15"
    },
    {
        "description": "chi_c1(4010)  IG(JPC) = 0+(1++)",
        "description_tex": "$\\mathbf {{{\\mathit \\chi}_{{{c1}}}{(4010)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{+}(1{}^{++})$",
        "pdgId": "M300A17"
    },
    {
        "description": "h_c(4300)  IG(JPC) = 0-(1+-)",
        "description_tex": "$\\mathbf {{{\\mathit h}_{{{c}}}{(4300)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{+-})$",
        "pdgId": "M300A16"
    },
    {
        "description": "psi(4500)      IG(JPC) = 0-(1--)",
        "description_tex": "$\\mathbf {{{\\mathit \\psi}{(4500)}}}$ $\\mathit I{}^{G}(\\mathit J{}^{PC}) = 0{}^{-}(1{}^{--})$",
        "pdgId": "M300K39"
    },
    {
        "description": "p",
        "description_tex": "${{\\mathit p}}$",
        "pdgId": "S016"
    },
    {
        "description": "p MASS (atomic mass units u)",
        "description_tex": "${{\\mathit p}}$ MASS (atomic mass units u)",
        "pdgId": "S016AMU"
    },
    {
        "description": "p MASS (MeV)",
        "description_tex": "${{\\mathit p}}$ MASS (MeV)",
        "pdgId": "S016M"
    },
    {
        "description": "|mass(p)-mass(pbar)|/mass(p)",
        "description_tex": "$\\vert {\\mathit m}_{{{\\mathit p}}}&minus;{\\mathit m}_{{{\\overline{\\mathit p}}}}\\vert /{\\mathit m}_{{{\\mathit p}}}$",
        "pdgId": "S016DM"
    },
    {
        "description": "pbar/p CHARGE-TO-MASS RATIO, |q(pbar)/mass(pbar)|/(q(p)/mass(p))",
        "description_tex": "${{\\overline{\\mathit p}}}/{{\\mathit p}}$ CHARGE-TO-MASS RATIO, $\\vert {\\mathit q_{{{\\overline{\\mathit p}}}}\\over {\\mathit m}_{{{\\overline{\\mathit p}}}}}\\vert /({\\mathit q_{{{\\mathit p}}}\\over {\\mathit m}_{{{\\mathit p}}}}$)",
        "pdgId": "S016CMR"
    },
    {
        "description": "(|q(pbar)/mass(pbar)|-q(p)/mass(p))/q(p)/mass(p)",
        "description_tex": "($\\vert {\\mathit q_{{{\\overline{\\mathit p}}}}\\over {\\mathit m}_{{{\\overline{\\mathit p}}}}}\\vert -{\\mathit q_{p}\\over {\\mathit m}_{{{\\mathit p}}}})/{\\mathit q_{{{\\mathit p}}}\\over {\\mathit m}_{{{\\mathit p}}}}$",
        "pdgId": "S016DMM"
    },
    {
        "description": "|q(p)+q(pbar)|/e",
        "description_tex": "$\\vert \\mathit q_{{{\\mathit p}}}~+~\\mathit q_{{{\\overline{\\mathit p}}}}\\vert /{{\\mathit e}}$",
        "pdgId": "S016DQ2"
    },
    {
        "description": "|q_p+q_e|/e",
        "description_tex": "$\\vert {{\\mathit q}_{{{p}}}}+{{\\mathit q}_{{{e}}}}\\vert /{{\\mathit e}}$",
        "pdgId": "S016DQ"
    },
    {
        "description": "p MAGNETIC MOMENT",
        "description_tex": "${{\\mathit p}}$ MAGNETIC MOMENT",
        "pdgId": "S016MM"
    },
    {
        "description": "pbar MAGNETIC MOMENT",
        "description_tex": "${{\\overline{\\mathit p}}}$ MAGNETIC MOMENT",
        "pdgId": "S016MM1"
    },
    {
        "description": "(moment(p) + moment(pbar)) / mu(p)",
        "description_tex": "(${\\mathit \\mu}_{{{\\mathit p}}}$ $+$ ${\\mathit \\mu}_{{{\\overline{\\mathit p}}}}$) $/$ $\\mu _{{{\\mathit p}}}$",
        "pdgId": "S016MMD"
    },
    {
        "description": "p ELECTRIC DIPOLE MOMENT",
        "description_tex": "${{\\mathit p}}$ ELECTRIC DIPOLE MOMENT",
        "pdgId": "S016EDM"
    },
    {
        "description": "p ELECTRIC POLARIZABILITY alpha_p",
        "description_tex": "${{\\mathit p}}$ ELECTRIC POLARIZABILITY ${{\\mathit \\alpha}_{{{p}}}}$",
        "pdgId": "S016EPL"
    },
    {
        "description": "p MAGNETIC POLARIZABILITY beta_p",
        "description_tex": "${{\\mathit p}}$ MAGNETIC POLARIZABILITY ${{\\mathit \\beta}_{{{p}}}}$",
        "pdgId": "S016MPL"
    },
    {
        "description": "p SPIN POLARIZABILITY gamma_{E1E1}",
        "description_tex": "${{\\mathit p}}$ SPIN POLARIZABILITY ${{\\mathit \\gamma}_{{{{E1E1}}}}}$",
        "pdgId": "S016A00"
    },
    {
        "description": "p SPIN POLARIZABILITY gamma_{M1M1}",
        "description_tex": "${{\\mathit p}}$ SPIN POLARIZABILITY ${{\\mathit \\gamma}_{{{{M1M1}}}}}$",
        "pdgId": "S016A01"
    },
    {
        "description": "p SPIN POLARIZABILITY gamma_{E1M2}",
        "description_tex": "${{\\mathit p}}$ SPIN POLARIZABILITY ${{\\mathit \\gamma}_{{{{E1M2}}}}}$",
        "pdgId": "S016A02"
    },
    {
        "description": "p SPIN POLARIZABILITY gamma_{M1E2}",
        "description_tex": "${{\\mathit p}}$ SPIN POLARIZABILITY ${{\\mathit \\gamma}_{{{{M1E2}}}}}$",
        "pdgId": "S016A03"
    },
    {
        "description": "p CHARGE RADIUS",
        "description_tex": "${{\\mathit p}}$ CHARGE RADIUS",
        "pdgId": "S016CR"
    },
    {
        "description": "p MAGNETIC RADIUS",
        "description_tex": "${{\\mathit p}}$ MAGNETIC RADIUS",
        "pdgId": "S016MCR"
    },
    {
        "description": "p MEAN LIFE",
        "description_tex": "${{\\mathit p}}$ MEAN LIFE",
        "pdgId": "S016T"
    },
    {
        "description": "pbar MEAN LIFE",
        "description_tex": "${{\\overline{\\mathit p}}}$ MEAN LIFE",
        "pdgId": "S016TA"
    },
    {
        "description": "tau(N --> e+ pi)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}})$",
        "pdgId": "S016T06"
    },
    {
        "description": "tau(N --> mu+ pi)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}})$",
        "pdgId": "S016T07"
    },
    {
        "description": "tau(N --> nu pi)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\pi}})$",
        "pdgId": "S016T10"
    },
    {
        "description": "tau(p --> e+ eta)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S016T22"
    },
    {
        "description": "tau(p --> mu+ eta)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\eta}})$",
        "pdgId": "S016T23"
    },
    {
        "description": "tau(n --> nu eta)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\eta}})$",
        "pdgId": "S016T24"
    },
    {
        "description": "tau(N --> e+ rho)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\rho}})$",
        "pdgId": "S016T14"
    },
    {
        "description": "tau(N --> mu+ rho)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\rho}})$",
        "pdgId": "S016T15"
    },
    {
        "description": "tau(N --> nu rho)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\rho}})$",
        "pdgId": "S016T25"
    },
    {
        "description": "tau(p --> e+ omega)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\omega}})$",
        "pdgId": "S016T12"
    },
    {
        "description": "tau(p --> mu+ omega)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\omega}})$",
        "pdgId": "S016T13"
    },
    {
        "description": "tau(n --> nu omega)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\omega}})$",
        "pdgId": "S016T26"
    },
    {
        "description": "tau(N --> e+ K)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}})$",
        "pdgId": "S016T08"
    },
    {
        "description": "tau(p --> e+ K0S)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S016T42"
    },
    {
        "description": "tau(p --> e+ K0L)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}_L^0}$ $)$",
        "pdgId": "S016T43"
    },
    {
        "description": "tau(N --> mu+ K)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}})$",
        "pdgId": "S016T09"
    },
    {
        "description": "tau(p --> mu+ K0S)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S016T44"
    },
    {
        "description": "tau(p --> mu+ K0L)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}_L^0}$ $)$",
        "pdgId": "S016T45"
    },
    {
        "description": "tau(N --> nu K)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}})$",
        "pdgId": "S016T11"
    },
    {
        "description": "tau(n --> nu K0S)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S016T75"
    },
    {
        "description": "tau(p --> e+ K*(892)0)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{*}{(892)}^{0}})$",
        "pdgId": "S016T34"
    },
    {
        "description": "tau(N --> nu K*(892))",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}^{*}{(892)}})$",
        "pdgId": "S016T18"
    },
    {
        "description": "tau(p --> e+ pi+ pi-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S016T48"
    },
    {
        "description": "tau(p --> e+ pi0 pi0)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T49"
    },
    {
        "description": "tau(n --> e+ pi- pi0)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T50"
    },
    {
        "description": "tau(p --> mu+ pi+ pi-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S016T38"
    },
    {
        "description": "tau(p --> mu+ pi0 pi0)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T51"
    },
    {
        "description": "tau(n --> mu+ pi- pi0)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T52"
    },
    {
        "description": "tau(n --> e+ K0 pi-)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S016T53"
    },
    {
        "description": "tau(n --> e- pi+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S016T29"
    },
    {
        "description": "tau(n --> mu- pi+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S016T30"
    },
    {
        "description": "tau(n --> e- rho+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\rho}^{+}})$",
        "pdgId": "S016T31"
    },
    {
        "description": "tau(n --> mu- rho+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\rho}^{+}})$",
        "pdgId": "S016T32"
    },
    {
        "description": "tau(n --> e- K+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{+}})$",
        "pdgId": "S016T40"
    },
    {
        "description": "tau(n --> mu- K+)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{+}})$",
        "pdgId": "S016T41"
    },
    {
        "description": "tau(p --> e- pi+ pi+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S016T37"
    },
    {
        "description": "tau(n --> e- pi+ pi0)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T57"
    },
    {
        "description": "tau(p --> mu- pi+ pi+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S016T39"
    },
    {
        "description": "tau(n --> mu- pi+ pi0)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T58"
    },
    {
        "description": "tau(p --> e- pi+ K+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S016T59"
    },
    {
        "description": "tau(p --> mu- pi+ K+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S016T60"
    },
    {
        "description": "tau(p --> e+ gamma)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\gamma}})$",
        "pdgId": "S016T03"
    },
    {
        "description": "tau(p --> mu+ gamma)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\gamma}})$",
        "pdgId": "S016T04"
    },
    {
        "description": "tau(n --> nu gamma)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\gamma}})$",
        "pdgId": "S016T05"
    },
    {
        "description": "tau(p --> e+ gamma gamma)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "S016T46"
    },
    {
        "description": "tau(n --> nu gamma gamma)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "S016T74"
    },
    {
        "description": "tau(p --> e+ X)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit X}})$",
        "pdgId": "S016T00"
    },
    {
        "description": "tau(p --> mu+ X)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit X}})$",
        "pdgId": "S016T61"
    },
    {
        "description": "tau(p --> e+ e+ e-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S016T16"
    },
    {
        "description": "tau(p --> e+ mu+ mu-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S016T35"
    },
    {
        "description": "tau(p --> e+ nu nu)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}}{{\\mathit \\nu}})$",
        "pdgId": "S016T54"
    },
    {
        "description": "tau(n --> e+ e- nu)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}})$",
        "pdgId": "S016T27"
    },
    {
        "description": "tau(n --> mu+ e- nu)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}})$",
        "pdgId": "S016T55"
    },
    {
        "description": "tau(n --> mu+ mu- nu)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\nu}})$",
        "pdgId": "S016T28"
    },
    {
        "description": "tau(p --> mu+ e+ e-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})$",
        "pdgId": "S016T47"
    },
    {
        "description": "tau(p --> mu- e+ e+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}})$",
        "pdgId": "S016T80"
    },
    {
        "description": "tau(p --> mu+ mu+ mu-)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})$",
        "pdgId": "S016T17"
    },
    {
        "description": "tau(p --> mu+ nu nu)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}{{\\mathit \\nu}})$",
        "pdgId": "S016T56"
    },
    {
        "description": "tau(p --> e- mu+ mu+)",
        "description_tex": "$\\tau ({{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})$",
        "pdgId": "S016T36"
    },
    {
        "description": "tau(n --> 3nu)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$  3 ${{\\mathit \\nu}})$",
        "pdgId": "S016T21"
    },
    {
        "description": "tau(n --> 5nu)",
        "description_tex": "$\\tau ({{\\mathit n}}$   $\\rightarrow$  5 ${{\\mathit \\nu}})$",
        "pdgId": "S016T73"
    },
    {
        "description": "tau(N --> e+ anything)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$ anything$)$",
        "pdgId": "S016T01"
    },
    {
        "description": "tau(N --> mu+ anything)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything$)$",
        "pdgId": "S016T02"
    },
    {
        "description": "tau(N --> nu anything)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}$ anything$)$",
        "pdgId": "S016T20"
    },
    {
        "description": "tau(N --> e+ pi0 anything)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{0}}$ anything$)$",
        "pdgId": "S016T19"
    },
    {
        "description": "tau(N --> 2 bodies , nu-free)",
        "description_tex": "$\\tau ({{\\mathit N}}$   $\\rightarrow$   2 bodies , ${{\\mathit \\nu}}$-free$)$",
        "pdgId": "S016T33"
    },
    {
        "description": "tau(p p --> pi+ pi+)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S016T62"
    },
    {
        "description": "tau(p n --> pi+ pi0)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T63"
    },
    {
        "description": "tau(n n --> pi+ pi-)",
        "description_tex": "$\\tau ({{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S016T64"
    },
    {
        "description": "tau(n n --> pi0 pi0)",
        "description_tex": "$\\tau ({{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016T65"
    },
    {
        "description": "tau(p p --> K+ K+)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}})$",
        "pdgId": "S016T79"
    },
    {
        "description": "tau(p p --> e+ e+)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}})$",
        "pdgId": "S016T66"
    },
    {
        "description": "tau(p p --> e+ mu+)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{+}})$",
        "pdgId": "S016T67"
    },
    {
        "description": "tau(p p --> mu+ mu+)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}})$",
        "pdgId": "S016T68"
    },
    {
        "description": "tau(p n --> e+ nubar)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}})$",
        "pdgId": "S016T69"
    },
    {
        "description": "tau(p n --> mu+ nubar)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}})$",
        "pdgId": "S016T70"
    },
    {
        "description": "tau(p n --> tau+ nubar_tau)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\overline{\\mathit \\nu}}_{{{\\tau}}}})$",
        "pdgId": "S016T78"
    },
    {
        "description": "tau(n n --> invisible)",
        "description_tex": "$\\tau ({{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   invisible$)$",
        "pdgId": "S016T83"
    },
    {
        "description": "tau(n n --> nu(e) nubar_e)",
        "description_tex": "$\\tau ({{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}})$",
        "pdgId": "S016T71"
    },
    {
        "description": "tau(n n --> nu_mu nubar_mu)",
        "description_tex": "$\\tau ({{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})$",
        "pdgId": "S016T72"
    },
    {
        "description": "tau(p n --> invisible)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   invisible$)$",
        "pdgId": "S016T77"
    },
    {
        "description": "tau(p p --> invisible)",
        "description_tex": "$\\tau ({{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   invisible$)$",
        "pdgId": "S016T76"
    },
    {
        "description": "tau(pbar --> e- gamma)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}})$",
        "pdgId": "S016TB1"
    },
    {
        "description": "tau(pbar --> mu- gamma)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}})$",
        "pdgId": "S016TB6"
    },
    {
        "description": "tau(pbar --> e- pi0)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016TB2"
    },
    {
        "description": "tau(pbar --> mu- pi0)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S016TB7"
    },
    {
        "description": "tau(pbar --> e- eta)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S016TB3"
    },
    {
        "description": "tau(pbar --> mu- eta)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}})$",
        "pdgId": "S016TB8"
    },
    {
        "description": "tau(pbar --> e- K0S)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S016TB4"
    },
    {
        "description": "tau(pbar --> mu- K0S)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$ $)$",
        "pdgId": "S016TB9"
    },
    {
        "description": "tau(pbar --> e- K0L)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_L^0}$ $)$",
        "pdgId": "S016TB5"
    },
    {
        "description": "tau(pbar --> mu- K0L)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_L^0}$ $)$",
        "pdgId": "S016TC1"
    },
    {
        "description": "tau(pbar --> e- gamma gamma)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "S016TC3"
    },
    {
        "description": "tau(pbar --> mu- gamma gamma)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})$",
        "pdgId": "S016TC2"
    },
    {
        "description": "tau(pbar --> e- omega)",
        "description_tex": "$\\tau ({{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\omega}})$",
        "pdgId": "S016TC5"
    },
    {
        "description": "N --> e+ pi",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}}$",
        "pdgId": "S016.6"
    },
    {
        "description": "N --> mu+ pi",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}}$",
        "pdgId": "S016.7"
    },
    {
        "description": "N --> nu pi",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\pi}}$",
        "pdgId": "S016.10"
    },
    {
        "description": "p --> e+ eta",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S016.22"
    },
    {
        "description": "p --> mu+ eta",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\eta}}$",
        "pdgId": "S016.23"
    },
    {
        "description": "n --> nu eta",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\eta}}$",
        "pdgId": "S016.24"
    },
    {
        "description": "N --> e+ rho",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\rho}}$",
        "pdgId": "S016.14"
    },
    {
        "description": "N --> mu+ rho",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\rho}}$",
        "pdgId": "S016.15"
    },
    {
        "description": "N --> nu rho",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\rho}}$",
        "pdgId": "S016.25"
    },
    {
        "description": "p --> e+ omega",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S016.12"
    },
    {
        "description": "p --> mu+ omega",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\omega}}$",
        "pdgId": "S016.13"
    },
    {
        "description": "n --> nu omega",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\omega}}$",
        "pdgId": "S016.26"
    },
    {
        "description": "N --> e+ K",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}}$",
        "pdgId": "S016.8"
    },
    {
        "description": "p --> e+ K0S",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S016.50"
    },
    {
        "description": "p --> e+ K0L",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}_L^0}$",
        "pdgId": "S016.51"
    },
    {
        "description": "N --> mu+ K",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}}$",
        "pdgId": "S016.9"
    },
    {
        "description": "p --> mu+ K0S",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}_S^0}$",
        "pdgId": "S016.52"
    },
    {
        "description": "p --> mu+ K0L",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit K}_L^0}$",
        "pdgId": "S016.53"
    },
    {
        "description": "N --> nu K",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}}$",
        "pdgId": "S016.11"
    },
    {
        "description": "n --> nu K0S",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}_S^0}$",
        "pdgId": "S016.99"
    },
    {
        "description": "p --> e+ K^*(892)0",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{*}{(892)}^{0}}$",
        "pdgId": "S016.34"
    },
    {
        "description": "N --> nu K^*(892)",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "S016.18"
    },
    {
        "description": "p --> e+ pi+ pi-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S016.56"
    },
    {
        "description": "p --> e+ pi0 pi0",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.57"
    },
    {
        "description": "n --> e+ pi- pi0",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.58"
    },
    {
        "description": "p --> mu+ pi+ pi-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S016.48"
    },
    {
        "description": "p --> mu+ pi0 pi0",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.59"
    },
    {
        "description": "n --> mu+ pi- pi0",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\pi}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.60"
    },
    {
        "description": "n --> e+ K0 pi-",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit K}^{0}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S016.61"
    },
    {
        "description": "n --> e- pi+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S016.29"
    },
    {
        "description": "n --> mu- pi+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S016.30"
    },
    {
        "description": "n --> e- rho+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S016.31"
    },
    {
        "description": "n --> mu- rho+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\rho}^{+}}$",
        "pdgId": "S016.32"
    },
    {
        "description": "n --> e- K+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S016.33"
    },
    {
        "description": "n --> mu- K+",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}^{+}}$",
        "pdgId": "S016.35"
    },
    {
        "description": "p --> e- pi+ pi+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S016.47"
    },
    {
        "description": "n --> e- pi+ pi0",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.39"
    },
    {
        "description": "p --> mu- pi+ pi+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S016.49"
    },
    {
        "description": "n --> mu- pi+ pi0",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.40"
    },
    {
        "description": "p --> e- pi+ K+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S016.41"
    },
    {
        "description": "p --> mu- pi+ K+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S016.42"
    },
    {
        "description": "p --> e+ gamma",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.3"
    },
    {
        "description": "p --> mu+ gamma",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.4"
    },
    {
        "description": "n --> nu gamma",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.5"
    },
    {
        "description": "p --> e+ gamma gamma",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.54"
    },
    {
        "description": "n --> nu gamma gamma",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.93"
    },
    {
        "description": "p --> e+ X",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit X}}$",
        "pdgId": "S016.194"
    },
    {
        "description": "p --> mu+ X",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit X}}$",
        "pdgId": "S016.195"
    },
    {
        "description": "p --> e+ e+ e-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S016.16"
    },
    {
        "description": "p --> e+ mu+ mu-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S016.45"
    },
    {
        "description": "p --> e+ nu nu",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\nu}}{{\\mathit \\nu}}$",
        "pdgId": "S016.36"
    },
    {
        "description": "n --> e+ e- nu",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}}$",
        "pdgId": "S016.27"
    },
    {
        "description": "n --> mu+ e- nu",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{-}}{{\\mathit \\nu}}$",
        "pdgId": "S016.37"
    },
    {
        "description": "n --> mu+ mu- nu",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}{{\\mathit \\nu}}$",
        "pdgId": "S016.28"
    },
    {
        "description": "p --> mu+ e+ e-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S016.55"
    },
    {
        "description": "p --> mu- e+ e+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S016.196"
    },
    {
        "description": "p --> mu+ mu+ mu-",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S016.17"
    },
    {
        "description": "p --> mu+ nu nu",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\nu}}{{\\mathit \\nu}}$",
        "pdgId": "S016.38"
    },
    {
        "description": "p --> e- mu+ mu+",
        "description_tex": "${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S016.46"
    },
    {
        "description": "n --> 3nu",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$  3 ${{\\mathit \\nu}}$",
        "pdgId": "S016.21"
    },
    {
        "description": "n --> 5nu",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$  5 ${{\\mathit \\nu}}$",
        "pdgId": "S016.86"
    },
    {
        "description": "N --> e+ anything",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}$ anything",
        "pdgId": "S016.1"
    },
    {
        "description": "N --> mu+ anything",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}$ anything",
        "pdgId": "S016.2"
    },
    {
        "description": "N --> nu anything",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\nu}}$ anything",
        "pdgId": "S016.20"
    },
    {
        "description": "N --> e+ pi0 anything",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\pi}^{0}}$ anything",
        "pdgId": "S016.19"
    },
    {
        "description": "N --> 2 bodies, nu-free",
        "description_tex": "${{\\mathit N}}$   $\\rightarrow$   2 bodies ,  ${{\\mathit \\nu}}$-free",
        "pdgId": "S016.191"
    },
    {
        "description": "p p --> pi+ pi+",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S016.62"
    },
    {
        "description": "p n --> pi+ pi0",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.63"
    },
    {
        "description": "n n --> pi+ pi-",
        "description_tex": "${{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S016.64"
    },
    {
        "description": "n n --> pi0 pi0",
        "description_tex": "${{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\pi}^{0}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.65"
    },
    {
        "description": "p p --> K+ K+",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit K}^{+}}$",
        "pdgId": "S016.193"
    },
    {
        "description": "p p --> e+ e+",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{+}}$",
        "pdgId": "S016.66"
    },
    {
        "description": "p p --> e+ mu+",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S016.67"
    },
    {
        "description": "p p --> mu+ mu+",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S016.68"
    },
    {
        "description": "p n --> e+ nubar",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S016.69"
    },
    {
        "description": "p n --> mu+ nubar",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\mu}^{+}}{{\\overline{\\mathit \\nu}}}$",
        "pdgId": "S016.70"
    },
    {
        "description": "p n --> tau+ nubar_tau",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\tau}^{+}}{{\\overline{\\mathit \\nu}}_{{{\\tau}}}}$",
        "pdgId": "S016.192"
    },
    {
        "description": "n n --> invisible",
        "description_tex": "${{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   invisible",
        "pdgId": "S016.199"
    },
    {
        "description": "n n --> nu_e nubar_e",
        "description_tex": "${{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S016.71"
    },
    {
        "description": "n n --> nu_mu nubar_mu",
        "description_tex": "${{\\mathit n}}$  ${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\nu}_{{{\\mu}}}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S016.72"
    },
    {
        "description": "p n --> invisible",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit n}}$   $\\rightarrow$   invisible",
        "pdgId": "S016.101"
    },
    {
        "description": "p p --> invisible",
        "description_tex": "${{\\mathit p}}$  ${{\\mathit p}}$   $\\rightarrow$   invisible",
        "pdgId": "S016.100"
    },
    {
        "description": "pbar --> e- gamma",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.81"
    },
    {
        "description": "pbar --> mu- gamma",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.87"
    },
    {
        "description": "pbar --> e- pi0",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.82"
    },
    {
        "description": "pbar --> mu- pi0",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S016.88"
    },
    {
        "description": "pbar --> e- eta",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S016.83"
    },
    {
        "description": "pbar --> mu- eta",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\eta}}$",
        "pdgId": "S016.89"
    },
    {
        "description": "pbar --> e- K0S",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "S016.84"
    },
    {
        "description": "pbar --> mu- K0S",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_S^0}$",
        "pdgId": "S016.90"
    },
    {
        "description": "pbar --> e- K0L",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit K}_L^0}$",
        "pdgId": "S016.85"
    },
    {
        "description": "pbar --> mu- K0L",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit K}_L^0}$",
        "pdgId": "S016.91"
    },
    {
        "description": "pbar --> e- gamma gamma",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.94"
    },
    {
        "description": "pbar --> mu- gamma gamma",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit \\mu}^{-}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S016.92"
    },
    {
        "description": "pbar --> e- omega",
        "description_tex": "${{\\overline{\\mathit p}}}$   $\\rightarrow$   ${{\\mathit e}^{-}}{{\\mathit \\omega}}$",
        "pdgId": "S016.96"
    },
    {
        "description": "n",
        "description_tex": "${{\\mathit n}}$",
        "pdgId": "S017"
    },
    {
        "description": "n MASS (atomic mass units u)",
        "description_tex": "${{\\mathit n}}$ MASS (atomic mass units u)",
        "pdgId": "S017AMU"
    },
    {
        "description": "n MASS (MeV)",
        "description_tex": "${{\\mathit n}}$ MASS (MeV)",
        "pdgId": "S017M"
    },
    {
        "description": "nbar MASS",
        "description_tex": "${{\\overline{\\mathit n}}}$ MASS",
        "pdgId": "S017M1"
    },
    {
        "description": "(mass(n)-mass(nbar) )/ mass(n)",
        "description_tex": "(${\\mathit m}_{{{\\mathit n}}}-{\\mathit m}_{{{\\overline{\\mathit n}}}}$ )/ ${\\mathit m}_{{{\\mathit n}}}$",
        "pdgId": "S017DMM"
    },
    {
        "description": "mass(n)-mass(p)",
        "description_tex": "${\\mathit m}_{{{\\mathit n}}}-{\\mathit m}_{{{\\mathit p}}}$",
        "pdgId": "S017D"
    },
    {
        "description": "n MEAN LIFE",
        "description_tex": "${{\\mathit n}}$ MEAN LIFE",
        "pdgId": "S017T"
    },
    {
        "description": "n MAGNETIC MOMENT",
        "description_tex": "${{\\mathit n}}$ MAGNETIC MOMENT",
        "pdgId": "S017MM"
    },
    {
        "description": "n ELECTRIC DIPOLE MOMENT",
        "description_tex": "${{\\mathit n}}$ ELECTRIC DIPOLE MOMENT",
        "pdgId": "S017EDM"
    },
    {
        "description": "n MEAN-SQUARE CHARGE RADIUS",
        "description_tex": "${{\\mathit n}}$ MEAN-SQUARE CHARGE RADIUS",
        "pdgId": "S017MCR"
    },
    {
        "description": "n MAGNETIC RADIUS",
        "description_tex": "${{\\mathit n}}$ MAGNETIC RADIUS",
        "pdgId": "S017MRD"
    },
    {
        "description": "n ELECTRIC POLARIZABILITY alpha_n",
        "description_tex": "${{\\mathit n}}$ ELECTRIC POLARIZABILITY ${{\\mathit \\alpha}_{{{n}}}}$",
        "pdgId": "S017EPL"
    },
    {
        "description": "n MAGNETIC POLARIZABILITY beta_n",
        "description_tex": "${{\\mathit n}}$ MAGNETIC POLARIZABILITY ${{\\mathit \\beta}_{{{n}}}}$",
        "pdgId": "S017MPL"
    },
    {
        "description": "n CHARGE",
        "description_tex": "${{\\mathit n}}$ CHARGE",
        "pdgId": "S017Q"
    },
    {
        "description": "LIMIT ON n nbar OSCILLATIONS",
        "description_tex": "LIMIT ON ${{\\mathit n}}{{\\overline{\\mathit n}}}$ OSCILLATIONS",
        "pdgId": "S017240"
    },
    {
        "description": "Mean Time for n nbar Transition",
        "description_tex": "Mean Time for ${{\\mathit n}}{{\\overline{\\mathit n}}}$ Transition",
        "pdgId": "S017NAN"
    },
    {
        "description": "LIMIT ON n n' OSCILLATIONS",
        "description_tex": "LIMIT ON ${{\\mathit n}}{{\\mathit n}^{\\,'}}$ OSCILLATIONS",
        "pdgId": "S017NOS"
    },
    {
        "description": "G(n --> p e- nubar_e gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S017R3"
    },
    {
        "description": "G(n --> hydrogen-atom  nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit n}}$   $\\rightarrow$   hydrogen-atom   ${{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S017R2"
    },
    {
        "description": "G(n --> p nu(e) nubar_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S017R1"
    },
    {
        "description": "G(n --> e+ e- invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S017R00"
    },
    {
        "description": "G(n --> gamma invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S017R01"
    },
    {
        "description": "n --> p e- nubar_e DECAY PARAMETERS",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$ DECAY PARAMETERS",
        "pdgId": "S017255"
    },
    {
        "description": "lambda==electron g-factor(A) / electron g-factor(V)",
        "description_tex": "$\\lambda {}\\equiv{\\mathit g}_{{{\\mathit A}}}$ / ${\\mathit g}_{{{\\mathit V}}}$",
        "pdgId": "S017AV"
    },
    {
        "description": "e- ASYMMETRY PARAMETER A",
        "description_tex": "${{\\mathit e}^{-}}$ ASYMMETRY PARAMETER $\\mathit A$",
        "pdgId": "S017BA"
    },
    {
        "description": "nubar_e ASYMMETRY PARAMETER B",
        "description_tex": "${{\\overline{\\mathit \\nu}}_{{{e}}}}$ ASYMMETRY PARAMETER $\\mathit B$",
        "pdgId": "S017NA"
    },
    {
        "description": "PROTON ASYMMETRY PARAMETER C",
        "description_tex": "PROTON ASYMMETRY PARAMETER $\\mathit C$",
        "pdgId": "S017APC"
    },
    {
        "description": "e-nubar_e ANGULAR CORRELATION COEFFICIENT a(0)",
        "description_tex": "${{\\mathit e}}-{{\\overline{\\mathit \\nu}}_{{{e}}}}$ ANGULAR CORRELATION COEFFICIENT $\\mathit a_{0}$",
        "pdgId": "S017BNC"
    },
    {
        "description": "phi(AV), PHASE OF electron g-factor(A) RELATIVE TO electron g-factor(V)",
        "description_tex": "$\\phi _{\\mathit AV}$, PHASE OF ${\\mathit g}_{{{\\mathit A}}}$ RELATIVE TO ${\\mathit g}_{{{\\mathit V}}}$",
        "pdgId": "S017F"
    },
    {
        "description": "TRIPLE CORRELATION COEFFICIENT D",
        "description_tex": "TRIPLE CORRELATION COEFFICIENT $\\mathit D$",
        "pdgId": "S017D1"
    },
    {
        "description": "TRIPLE CORRELATION COEFFICIENT R",
        "description_tex": "TRIPLE CORRELATION COEFFICIENT $\\mathit R$",
        "pdgId": "S017TCC"
    },
    {
        "description": "FIERZ INTERFERENCE TERM b",
        "description_tex": "FIERZ INTERFERENCE TERM $\\mathit b$",
        "pdgId": "S017A00"
    },
    {
        "description": "n --> p e- nubar_e",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S017.1"
    },
    {
        "description": "n --> p e- nubar_e gamma",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}{{\\mathit \\gamma}}$",
        "pdgId": "S017.4"
    },
    {
        "description": "n --> hydrogen-atom  nubar_e",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   hydrogen-atom   ${{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S017.3"
    },
    {
        "description": "n --> p nu_e nubar_e",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\nu}_{{{e}}}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S017.2"
    },
    {
        "description": "n --> e+ e- invisible",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit e}^{+}}{{\\mathit e}^{-}}$ invisible",
        "pdgId": "S017.5"
    },
    {
        "description": "n --> gamma invisible",
        "description_tex": "${{\\mathit n}}$   $\\rightarrow$   ${{\\mathit \\gamma}}$ invisible",
        "pdgId": "S017.6"
    },
    {
        "description": "N's and Delta's",
        "description_tex": "${{\\mathit N}}$'s and ${{\\mathit \\Delta}}$'s",
        "pdgId": "B861"
    },
    {
        "description": "N(1440)",
        "description_tex": "${{\\mathit N}{(1440)}}$",
        "pdgId": "B061"
    },
    {
        "description": "N(1440) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1440)}}$ POLE POSITION",
        "pdgId": "B061215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B061RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B061IM"
    },
    {
        "description": "N(1440) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1440)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B061220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B061RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B061IMR"
    },
    {
        "description": "N(1440) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1440)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B061250"
    },
    {
        "description": "Normalized residue in N pi --> N(1440) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B061A02"
    },
    {
        "description": "Normalized residue in N pi --> N(1440) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B061RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1440) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B061A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1440) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B061A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1440) --> N (pi pi)(S-wave)**I = 0",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}$  $\\rightarrow$   ${{\\mathit N}}$ (${{\\mathit \\pi}{\\mathit \\pi}}){}^{\\mathit I = 0}_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "B061RS2"
    },
    {
        "description": "N(1440) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1440)}}$ BREIT-WIGNER MASS",
        "pdgId": "B061M"
    },
    {
        "description": "N(1440) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1440)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B061W"
    },
    {
        "description": "G(N(1440) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B061R1"
    },
    {
        "description": "G(N(1440) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B061R7"
    },
    {
        "description": "G(N(1440) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B061R8"
    },
    {
        "description": "G(N(1440) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B061R10"
    },
    {
        "description": "N(1440) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1440)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B061260"
    },
    {
        "description": "N(1440) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B061PA1"
    },
    {
        "description": "N(1440) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B061PA2"
    },
    {
        "description": "N(1440) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1440)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B061240"
    },
    {
        "description": "N(1440) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B061A1"
    },
    {
        "description": "N(1440) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B061A2"
    },
    {
        "description": "N(1440) --> N pi",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B061.1"
    },
    {
        "description": "N(1440) --> N eta",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B061.2"
    },
    {
        "description": "N(1440) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B061.4"
    },
    {
        "description": "N(1440) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B061.5"
    },
    {
        "description": "N(1440) --> N sigma",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B061.8"
    },
    {
        "description": "N(1440) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B061.9"
    },
    {
        "description": "N(1440) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1440)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B061.10"
    },
    {
        "description": "N(1520)",
        "description_tex": "${{\\mathit N}{(1520)}}$",
        "pdgId": "B062"
    },
    {
        "description": "N(1520) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1520)}}$ POLE POSITION",
        "pdgId": "B062215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B062RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B062IM"
    },
    {
        "description": "N(1520) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1520)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B062220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B062RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B062IMR"
    },
    {
        "description": "N(1520) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1520)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B062240"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> Delta pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B062RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B062RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B062A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B062A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B062A02"
    },
    {
        "description": "Normalized residue in N pi --> N(1520) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B062RS3"
    },
    {
        "description": "N(1520) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1520)}}$ BREIT-WIGNER MASS",
        "pdgId": "B062M"
    },
    {
        "description": "N(1520) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1520)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B062W"
    },
    {
        "description": "G(N(1520) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R1"
    },
    {
        "description": "G(N(1520) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R7"
    },
    {
        "description": "G(N(1520) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R10"
    },
    {
        "description": "G(N(1520) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R9"
    },
    {
        "description": "G(N(1520) --> N rho   ,  S=3/2  ,  S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R00"
    },
    {
        "description": "G(N(1520) --> N rho   ,  S=1/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R01"
    },
    {
        "description": "G(N(1520) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B062R11"
    },
    {
        "description": "N(1520) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1520)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B062260"
    },
    {
        "description": "N(1520) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B062PA1"
    },
    {
        "description": "N(1520) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B062PA2"
    },
    {
        "description": "N(1520) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B062PA3"
    },
    {
        "description": "N(1520) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B062PA4"
    },
    {
        "description": "N(1520) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1520)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B062235"
    },
    {
        "description": "N(1520) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B062A1"
    },
    {
        "description": "N(1520) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B062A2"
    },
    {
        "description": "N(1520) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B062A3"
    },
    {
        "description": "N(1520) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B062A4"
    },
    {
        "description": "N(1520) --> N pi",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B062.1"
    },
    {
        "description": "N(1520) --> N eta",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B062.2"
    },
    {
        "description": "N(1520) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B062.4"
    },
    {
        "description": "N(1520) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B062.181"
    },
    {
        "description": "N(1520) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B062.5"
    },
    {
        "description": "N(1520) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B062.6"
    },
    {
        "description": "N(1520) --> N rho",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B062.186"
    },
    {
        "description": "N(1520) --> N rho  , S=3/2 , S-wave",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B062.187"
    },
    {
        "description": "N(1520) --> N rho  , S=1/2 , D-wave",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B062.188"
    },
    {
        "description": "N(1520) --> N sigma",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B062.10"
    },
    {
        "description": "N(1520) --> p gamma",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B062.184"
    },
    {
        "description": "N(1520) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B062.11"
    },
    {
        "description": "N(1520) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B062.12"
    },
    {
        "description": "N(1520) --> n gamma",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B062.185"
    },
    {
        "description": "N(1520) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B062.13"
    },
    {
        "description": "N(1520) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1520)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B062.14"
    },
    {
        "description": "N(1535)",
        "description_tex": "${{\\mathit N}{(1535)}}$",
        "pdgId": "B063"
    },
    {
        "description": "N(1535) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1535)}}$ POLE POSITION",
        "pdgId": "B063215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B063RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B063IM"
    },
    {
        "description": "N(1535) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1535)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B063220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B063RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B063IMR"
    },
    {
        "description": "N(1535) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1535)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B063240"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B063RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B063A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B063A02"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B063RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B063RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1535) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B063RS4"
    },
    {
        "description": "N(1535) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1535)}}$ BREIT-WIGNER MASS",
        "pdgId": "B063M"
    },
    {
        "description": "N(1535) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1535)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B063W"
    },
    {
        "description": "G(N(1535) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R1"
    },
    {
        "description": "G(N(1535) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R7"
    },
    {
        "description": "G(N(1535) --> N eta)/G(N(1535) --> N pi)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})$",
        "pdgId": "B063R13"
    },
    {
        "description": "G(N(1535) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R10"
    },
    {
        "description": "G(N(1535) --> N rho   ,  S=1/2  ,  S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R00"
    },
    {
        "description": "G(N(1535) --> N rho   ,  S=3/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R01"
    },
    {
        "description": "G(N(1535) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R11"
    },
    {
        "description": "G(N(1535) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B063R12"
    },
    {
        "description": "N(1535) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1535)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B063260"
    },
    {
        "description": "N(1535) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B063PA1"
    },
    {
        "description": "N(1535) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B063A00"
    },
    {
        "description": "N(1535) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1535)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B063235"
    },
    {
        "description": "N(1535) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B063A1"
    },
    {
        "description": "N(1535) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B063A2"
    },
    {
        "description": "N(1535) --> N gamma, ratio A(1/2)**n/A(1/2)**p",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$, ratio A${}^{{{\\mathit n}}}_{1/2}/A{}^{{{\\mathit p}}}_{1/2}$",
        "pdgId": "B063A3"
    },
    {
        "description": "N(1535) --> N pi",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B063.1"
    },
    {
        "description": "N(1535) --> N eta",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B063.2"
    },
    {
        "description": "N(1535) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B063.4"
    },
    {
        "description": "N(1535) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B063.5"
    },
    {
        "description": "N(1535) --> N rho",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B063.188"
    },
    {
        "description": "N(1535) --> N rho  , S=1/2 , S-wave",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B063.189"
    },
    {
        "description": "N(1535) --> N rho  , S=3/2 , D-wave",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B063.190"
    },
    {
        "description": "N(1535) --> N sigma",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B063.8"
    },
    {
        "description": "N(1535) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B063.11"
    },
    {
        "description": "N(1535) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B063.9"
    },
    {
        "description": "N(1535) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1535)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B063.10"
    },
    {
        "description": "N(1650)",
        "description_tex": "${{\\mathit N}{(1650)}}$",
        "pdgId": "B066"
    },
    {
        "description": "N(1650) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1650)}}$ POLE POSITION",
        "pdgId": "B066215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B066RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B066IM"
    },
    {
        "description": "N(1650) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1650)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B066220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B066RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B066IMR"
    },
    {
        "description": "N(1650) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1650)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B066250"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B066RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B066RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B066A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B066RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B066RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1650) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1650)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B066RS5"
    },
    {
        "description": "N(1650) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1650)}}$ BREIT-WIGNER MASS",
        "pdgId": "B066M"
    },
    {
        "description": "N(1650) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1650)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B066W"
    },
    {
        "description": "G(N(1650) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R1"
    },
    {
        "description": "G(N(1650) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R13"
    },
    {
        "description": "G(N(1650) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R19"
    },
    {
        "description": "G(N(1650) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R00"
    },
    {
        "description": "G(N(1650) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R16"
    },
    {
        "description": "G(N(1650) --> N rho   ,  S=1/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R01"
    },
    {
        "description": "G(N(1650) --> N rho   ,  S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R02"
    },
    {
        "description": "G(N(1650) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R17"
    },
    {
        "description": "G(N(1650) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B066R18"
    },
    {
        "description": "N(1650) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1650)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B066260"
    },
    {
        "description": "N(1650) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B066PA1"
    },
    {
        "description": "N(1650) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B066A00"
    },
    {
        "description": "N(1650) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1650)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B066235"
    },
    {
        "description": "N(1650) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B066A1"
    },
    {
        "description": "N(1650) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B066A2"
    },
    {
        "description": "N(1650) --> N pi",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B066.1"
    },
    {
        "description": "N(1650) --> N eta",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B066.2"
    },
    {
        "description": "N(1650) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B066.3"
    },
    {
        "description": "N(1650) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B066.5"
    },
    {
        "description": "N(1650) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B066.6"
    },
    {
        "description": "N(1650) --> N rho",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B066.188"
    },
    {
        "description": "N(1650) --> N rho  , S=1/2, S-wave",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B066.189"
    },
    {
        "description": "N(1650) --> N rho  , S=3/2, D-wave",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B066.190"
    },
    {
        "description": "N(1650) --> N sigma",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B066.9"
    },
    {
        "description": "N(1650) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B066.10"
    },
    {
        "description": "N(1650) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B066.11"
    },
    {
        "description": "N(1650) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1650)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B066.12"
    },
    {
        "description": "N(1675)",
        "description_tex": "${{\\mathit N}{(1675)}}$",
        "pdgId": "B064"
    },
    {
        "description": "N(1675) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1675)}}$ POLE POSITION",
        "pdgId": "B064215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B064RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B064IM"
    },
    {
        "description": "N(1675) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1675)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B064220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B064RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B064IMR"
    },
    {
        "description": "N(1675) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1675)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B064240"
    },
    {
        "description": "Normalized residue in N pi --> N(1675) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1675)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B064RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1675) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1675)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B064A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1675) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1675)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B064A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1675) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1675)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B064A02"
    },
    {
        "description": "Normalized residue in N pi --> N(1675) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1675)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B064RS2"
    },
    {
        "description": "N(1675) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1675)}}$ BREIT-WIGNER MASS",
        "pdgId": "B064M"
    },
    {
        "description": "N(1675) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1675)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B064W"
    },
    {
        "description": "G(N(1675) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R1"
    },
    {
        "description": "G(N(1675) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R10"
    },
    {
        "description": "G(N(1675) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R00"
    },
    {
        "description": "G(N(1675) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R13"
    },
    {
        "description": "G(N(1675) --> N rho   ,  S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R01"
    },
    {
        "description": "G(N(1675) --> N rho   ,  S=3/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R02"
    },
    {
        "description": "G(N(1675) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B064R14"
    },
    {
        "description": "N(1675) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1675)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B064260"
    },
    {
        "description": "N(1675) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B064PA1"
    },
    {
        "description": "N(1675) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B064PA2"
    },
    {
        "description": "N(1675) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B064PA3"
    },
    {
        "description": "N(1675) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B064PA4"
    },
    {
        "description": "N(1675) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1675)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B064235"
    },
    {
        "description": "N(1675) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B064A1"
    },
    {
        "description": "N(1675) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B064A2"
    },
    {
        "description": "N(1675) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B064A3"
    },
    {
        "description": "N(1675) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B064A4"
    },
    {
        "description": "N(1675) --> N pi",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B064.1"
    },
    {
        "description": "N(1675) --> N eta",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B064.2"
    },
    {
        "description": "N(1675) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B064.186"
    },
    {
        "description": "N(1675) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B064.5"
    },
    {
        "description": "N(1675) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B064.6"
    },
    {
        "description": "N(1675) --> N rho",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B064.187"
    },
    {
        "description": "N(1675) --> N rho  , S=1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2",
        "pdgId": "B064.188"
    },
    {
        "description": "N(1675) --> N rho  , S=3/2 , D-wave",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B064.189"
    },
    {
        "description": "N(1675) --> N sigma",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B064.11"
    },
    {
        "description": "N(1675) --> p gamma",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B064.184"
    },
    {
        "description": "N(1675) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B064.13"
    },
    {
        "description": "N(1675) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B064.14"
    },
    {
        "description": "N(1675) --> n gamma",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B064.185"
    },
    {
        "description": "N(1675) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B064.15"
    },
    {
        "description": "N(1675) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1675)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B064.16"
    },
    {
        "description": "N(1680)",
        "description_tex": "${{\\mathit N}{(1680)}}$",
        "pdgId": "B065"
    },
    {
        "description": "N(1680) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1680)}}$ POLE POSITION",
        "pdgId": "B065215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B065RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B065IM"
    },
    {
        "description": "N(1680) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1680)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B065220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B065RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B065IMR"
    },
    {
        "description": "N(1680) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1680)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B065240"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B065RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B065RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B065A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B065A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B065A02"
    },
    {
        "description": "Normalized residue in N pi --> N(1680) --> N (pi pi)(S-wave)**I = 0",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}$  $\\rightarrow$   ${{\\mathit N}}$ (${{\\mathit \\pi}{\\mathit \\pi}}){}^{\\mathit I = 0}_{{\\mathit S}{\\mathrm -wave}}$",
        "pdgId": "B065RS3"
    },
    {
        "description": "N(1680) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1680)}}$ BREIT-WIGNER MASS",
        "pdgId": "B065M"
    },
    {
        "description": "N(1680) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1680)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B065W"
    },
    {
        "description": "G(N(1680) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R1"
    },
    {
        "description": "G(N(1680) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R3"
    },
    {
        "description": "G(N(1680) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R00"
    },
    {
        "description": "G(N(1680) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R15"
    },
    {
        "description": "G(N(1680) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R14"
    },
    {
        "description": "G(N(1680) --> N rho   ,  S=3/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R02"
    },
    {
        "description": "G(N(1680) --> N rho   ,  S=3/2  ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R03"
    },
    {
        "description": "G(N(1680) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B065R16"
    },
    {
        "description": "N(1680) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1680)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B065260"
    },
    {
        "description": "N(1680) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B065PA1"
    },
    {
        "description": "N(1680) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B065PA2"
    },
    {
        "description": "N(1680) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B065PA3"
    },
    {
        "description": "N(1680) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B065PA4"
    },
    {
        "description": "N(1680) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1680)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B065235"
    },
    {
        "description": "N(1680) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B065A1"
    },
    {
        "description": "N(1680) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B065A2"
    },
    {
        "description": "N(1680) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B065A3"
    },
    {
        "description": "N(1680) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B065A4"
    },
    {
        "description": "N(1680) --> N pi",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B065.1"
    },
    {
        "description": "N(1680) --> N eta",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B065.2"
    },
    {
        "description": "N(1680) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B065.5"
    },
    {
        "description": "N(1680) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B065.181"
    },
    {
        "description": "N(1680) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B065.6"
    },
    {
        "description": "N(1680) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B065.7"
    },
    {
        "description": "N(1680) --> N rho",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B065.187"
    },
    {
        "description": "N(1680) --> N rho  , S=3/2 , P-wave",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B065.188"
    },
    {
        "description": "N(1680) --> N rho  , S=3/2 , F-wave",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B065.189"
    },
    {
        "description": "N(1680) --> N sigma",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B065.11"
    },
    {
        "description": "N(1680) --> p gamma",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B065.184"
    },
    {
        "description": "N(1680) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B065.12"
    },
    {
        "description": "N(1680) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B065.13"
    },
    {
        "description": "N(1680) --> n gamma",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B065.185"
    },
    {
        "description": "N(1680) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B065.14"
    },
    {
        "description": "N(1680) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1680)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B065.15"
    },
    {
        "description": "N(1700)",
        "description_tex": "${{\\mathit N}{(1700)}}$",
        "pdgId": "B018"
    },
    {
        "description": "N(1700) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1700)}}$ POLE POSITION",
        "pdgId": "B018215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B018RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B018IM"
    },
    {
        "description": "N(1700) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1700)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B018220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B018RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B018IMR"
    },
    {
        "description": "N(1700) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1700)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B018250"
    },
    {
        "description": "Normalized residue in N pi --> N(1700) --> Delta pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B018RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1700) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B018RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1700) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1700)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B018RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1700) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1700)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B018RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1700) --> N(1520) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1700)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B018RS5"
    },
    {
        "description": "N(1700) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1700)}}$ BREIT-WIGNER MASS",
        "pdgId": "B018M"
    },
    {
        "description": "N(1700) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1700)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B018W"
    },
    {
        "description": "G(N(1700) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R1"
    },
    {
        "description": "G(N(1700) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R10"
    },
    {
        "description": "G(N(1700) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R00"
    },
    {
        "description": "G(N(1700) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R01"
    },
    {
        "description": "G(N(1700) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R13"
    },
    {
        "description": "G(N(1700) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R12"
    },
    {
        "description": "G(N(1700) --> N rho , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R11"
    },
    {
        "description": "G(N(1700) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R14"
    },
    {
        "description": "G(N(1700) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R15"
    },
    {
        "description": "G(N(1700) --> N(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B018R16"
    },
    {
        "description": "N(1700) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1700)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B018260"
    },
    {
        "description": "N(1700) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B018PA1"
    },
    {
        "description": "N(1700) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B018PA2"
    },
    {
        "description": "N(1700) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1700)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B018235"
    },
    {
        "description": "N(1700) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B018A1"
    },
    {
        "description": "N(1700) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B018A2"
    },
    {
        "description": "N(1700) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B018A3"
    },
    {
        "description": "N(1700) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B018A4"
    },
    {
        "description": "N(1700) --> N pi",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B018.1"
    },
    {
        "description": "N(1700) --> N eta",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B018.2"
    },
    {
        "description": "N(1700) --> N omega",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B018.186"
    },
    {
        "description": "N(1700) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B018.187"
    },
    {
        "description": "N(1700) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B018.171"
    },
    {
        "description": "N(1700) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B018.181"
    },
    {
        "description": "N(1700) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B018.5"
    },
    {
        "description": "N(1700) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B018.6"
    },
    {
        "description": "N(1700) --> N rho, S=3/2, S-wave",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B018.8"
    },
    {
        "description": "N(1700) --> N sigma",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B018.10"
    },
    {
        "description": "N(1700) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B018.15"
    },
    {
        "description": "N(1700) --> N(1520) pi",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B018.16"
    },
    {
        "description": "N(1700) --> p gamma",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B018.184"
    },
    {
        "description": "N(1700) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B018.11"
    },
    {
        "description": "N(1700) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B018.12"
    },
    {
        "description": "N(1700) --> n gamma",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B018.185"
    },
    {
        "description": "N(1700) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B018.13"
    },
    {
        "description": "N(1700) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1700)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B018.14"
    },
    {
        "description": "N(1710)",
        "description_tex": "${{\\mathit N}{(1710)}}$",
        "pdgId": "B014"
    },
    {
        "description": "N(1710) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1710)}}$ POLE POSITION",
        "pdgId": "B014215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B014RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B014IM"
    },
    {
        "description": "N(1710) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1710)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B014220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B014RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B014IMR"
    },
    {
        "description": "N(1710) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1710)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B014250"
    },
    {
        "description": "Normalized residue in N pi --> N(1710) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1710)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B014RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1710) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B014RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1710) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1710)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B014A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1710) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1710)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B014RS3"
    },
    {
        "description": "N(1710) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1710)}}$ BREIT-WIGNER MASS",
        "pdgId": "B014M"
    },
    {
        "description": "N(1710) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1710)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B014W"
    },
    {
        "description": "G(N(1710) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R1"
    },
    {
        "description": "G(N(1710) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R11"
    },
    {
        "description": "G(N(1710) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R17"
    },
    {
        "description": "G(N(1710) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R15"
    },
    {
        "description": "G(N(1710) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R16"
    },
    {
        "description": "G(N(1710) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R13"
    },
    {
        "description": "G(N(1710) --> N rho , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R12"
    },
    {
        "description": "G(N(1710) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R00"
    },
    {
        "description": "G(N(1710) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B014R01"
    },
    {
        "description": "N(1710) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1710)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B014260"
    },
    {
        "description": "N(1710) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B014PA1"
    },
    {
        "description": "N(1710) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B014A01"
    },
    {
        "description": "N(1710) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1710)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B014235"
    },
    {
        "description": "N(1710) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B014A1"
    },
    {
        "description": "N(1710) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B014A2"
    },
    {
        "description": "N(1710) --> N pi",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B014.1"
    },
    {
        "description": "N(1710) --> N eta",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B014.2"
    },
    {
        "description": "N(1710) --> N omega",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B014.12"
    },
    {
        "description": "N(1710) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B014.3"
    },
    {
        "description": "N(1710) --> Sigma K",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B014.4"
    },
    {
        "description": "N(1710) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B014.5"
    },
    {
        "description": "N(1710) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B014.6"
    },
    {
        "description": "N(1710) --> N rho, S=1/2, P-wave",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B014.7"
    },
    {
        "description": "N(1710) --> N sigma",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B014.188"
    },
    {
        "description": "N(1710) --> N(1535) pi",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B014.187"
    },
    {
        "description": "N(1710) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B014.10"
    },
    {
        "description": "N(1710) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1710)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B014.11"
    },
    {
        "description": "N(1720)",
        "description_tex": "${{\\mathit N}{(1720)}}$",
        "pdgId": "B015"
    },
    {
        "description": "N(1720) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1720)}}$ POLE POSITION",
        "pdgId": "B015215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B015RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B015IM"
    },
    {
        "description": "N(1720) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1720)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B015220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B015RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B015IMR"
    },
    {
        "description": "N(1720) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1720)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B015250"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B015RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B015RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B015A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B015RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B015RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B015RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(1720) --> N(1520) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1720)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B015RS6"
    },
    {
        "description": "N(1720) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1720)}}$ BREIT-WIGNER MASS",
        "pdgId": "B015M"
    },
    {
        "description": "N(1720) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1720)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B015W"
    },
    {
        "description": "G(N(1720) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R1"
    },
    {
        "description": "G(N(1720) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R11"
    },
    {
        "description": "G(N(1720) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R00"
    },
    {
        "description": "G(N(1720) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R13"
    },
    {
        "description": "G(N(1720) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R01"
    },
    {
        "description": "G(N(1720) --> Delta(1232) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R02"
    },
    {
        "description": "G(N(1720) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R14"
    },
    {
        "description": "G(N(1720) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R16"
    },
    {
        "description": "G(N(1720) --> N rho)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R03"
    },
    {
        "description": "G(N(1720) --> N rho , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R12"
    },
    {
        "description": "G(N(1720) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R15"
    },
    {
        "description": "G(N(1720) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R17"
    },
    {
        "description": "G(N(1720) --> N(1520) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B015R18"
    },
    {
        "description": "N(1720) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1720)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B015260"
    },
    {
        "description": "N(1720) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B015PA1"
    },
    {
        "description": "N(1720) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B015PA2"
    },
    {
        "description": "N(1720) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B015PA3"
    },
    {
        "description": "N(1720) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B015PA4"
    },
    {
        "description": "N(1720) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1720)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B015235"
    },
    {
        "description": "N(1720) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B015A1"
    },
    {
        "description": "N(1720) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B015A2"
    },
    {
        "description": "N(1720) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B015A3"
    },
    {
        "description": "N(1720) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B015A4"
    },
    {
        "description": "N(1720) --> N pi",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B015.1"
    },
    {
        "description": "N(1720) --> N eta",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B015.2"
    },
    {
        "description": "N(1720) --> N omega",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B015.187"
    },
    {
        "description": "N(1720) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B015.3"
    },
    {
        "description": "N(1720) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B015.5"
    },
    {
        "description": "N(1720) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B015.181"
    },
    {
        "description": "N(1720) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B015.6"
    },
    {
        "description": "N(1720) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B015.14"
    },
    {
        "description": "N(1720) --> N rho",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B015.182"
    },
    {
        "description": "N(1720) --> N rho, S=1/2, P-wave",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B015.7"
    },
    {
        "description": "N(1720) --> N sigma",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B015.9"
    },
    {
        "description": "N(1720) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B015.15"
    },
    {
        "description": "N(1720) --> N(1520) pi, S-wave",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B015.16"
    },
    {
        "description": "N(1720) --> p gamma",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B015.184"
    },
    {
        "description": "N(1720) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B015.10"
    },
    {
        "description": "N(1720) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B015.11"
    },
    {
        "description": "N(1720) --> n gamma",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B015.185"
    },
    {
        "description": "N(1720) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B015.12"
    },
    {
        "description": "N(1720) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1720)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B015.13"
    },
    {
        "description": "N(1860)",
        "description_tex": "${{\\mathit N}{(1860)}}$",
        "pdgId": "B009"
    },
    {
        "description": "N(1860) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1860)}}$ POLE POSITION",
        "pdgId": "B009215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B009RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B009IM"
    },
    {
        "description": "N(1860) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1860)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B009220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B009RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B009IMR"
    },
    {
        "description": "N(1860) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1860)}}$ BREIT-WIGNER MASS",
        "pdgId": "B009M"
    },
    {
        "description": "N(1860) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1860)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B009W"
    },
    {
        "description": "G(N(1860) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R1"
    },
    {
        "description": "G(N(1860) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R05"
    },
    {
        "description": "G(N(1860) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R00"
    },
    {
        "description": "G(N(1860) --> Delta pi   ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R01"
    },
    {
        "description": "G(N(1860) --> Delta pi   ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R09"
    },
    {
        "description": "G(N(1860) --> N rho   ,  S=3/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R10"
    },
    {
        "description": "G(N(1860) --> N rho   ,  S=3/2  ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R11"
    },
    {
        "description": "G(N(1860) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B009R08"
    },
    {
        "description": "N(1860) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1860)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B009235"
    },
    {
        "description": "N(1860) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B009A1"
    },
    {
        "description": "N(1860) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B009A2"
    },
    {
        "description": "N(1860) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B009A3"
    },
    {
        "description": "N(1860) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B009A4"
    },
    {
        "description": "N(1860) --> N pi",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B009.1"
    },
    {
        "description": "N(1860) --> N eta",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B009.6"
    },
    {
        "description": "N(1860) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B009.16"
    },
    {
        "description": "N(1860) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B009.2"
    },
    {
        "description": "N(1860) --> Delta pi",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$",
        "pdgId": "B009.17"
    },
    {
        "description": "N(1860) --> Delta pi  , P-wave",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B009.18"
    },
    {
        "description": "N(1860) --> Delta pi  , F-wave",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B009.19"
    },
    {
        "description": "N(1860) --> N rho",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B009.20"
    },
    {
        "description": "N(1860) --> N rho  , S=3/2 , P-wave",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B009.21"
    },
    {
        "description": "N(1860) --> N rho  , S=3/2 , F-wave",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B009.22"
    },
    {
        "description": "N(1860) --> N sigma",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B009.9"
    },
    {
        "description": "N(1860) --> p gamma",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B009.10"
    },
    {
        "description": "N(1860) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B009.11"
    },
    {
        "description": "N(1860) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B009.12"
    },
    {
        "description": "N(1860) --> n gamma",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B009.13"
    },
    {
        "description": "N(1860) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B009.14"
    },
    {
        "description": "N(1860) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1860)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B009.15"
    },
    {
        "description": "N(1875)",
        "description_tex": "${{\\mathit N}{(1875)}}$",
        "pdgId": "B016"
    },
    {
        "description": "N(1875) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1875)}}$ POLE POSITION",
        "pdgId": "B016215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B016RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B016IM"
    },
    {
        "description": "N(1875) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1875)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B016220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B016RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B016IMR"
    },
    {
        "description": "N(1875) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1875)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B016250"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B016RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B016RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B016RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> Delta(1232) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B016RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B016RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(1875) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1875)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B016RS6"
    },
    {
        "description": "N(1875) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1875)}}$ BREIT-WIGNER MASS",
        "pdgId": "B016M"
    },
    {
        "description": "N(1875) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1875)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B016W"
    },
    {
        "description": "G(N(1875) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R1"
    },
    {
        "description": "G(N(1875) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R7"
    },
    {
        "description": "G(N(1875) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R14"
    },
    {
        "description": "G(N(1875) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R12"
    },
    {
        "description": "G(N(1875) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R13"
    },
    {
        "description": "G(N(1875) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R10"
    },
    {
        "description": "G(N(1875) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R9"
    },
    {
        "description": "G(N(1875) --> N rho , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R8"
    },
    {
        "description": "G(N(1875) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R11"
    },
    {
        "description": "G(N(1875) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R15"
    },
    {
        "description": "G(N(1875) --> N(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R16"
    },
    {
        "description": "G(N(1875) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B016R00"
    },
    {
        "description": "N(1875) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1875)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B016260"
    },
    {
        "description": "N(1875) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B016PA1"
    },
    {
        "description": "N(1875) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B016PA2"
    },
    {
        "description": "N(1875) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B016PA3"
    },
    {
        "description": "N(1875) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B016PA4"
    },
    {
        "description": "N(1875) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1875)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B016235"
    },
    {
        "description": "N(1875) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B016A1"
    },
    {
        "description": "N(1875) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B016A2"
    },
    {
        "description": "N(1875) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B016A3"
    },
    {
        "description": "N(1875) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B016A4"
    },
    {
        "description": "N(1875) --> N pi",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B016.1"
    },
    {
        "description": "N(1875) --> N eta",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B016.2"
    },
    {
        "description": "N(1875) --> N omega",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B016.12"
    },
    {
        "description": "N(1875) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B016.3"
    },
    {
        "description": "N(1875) --> Sigma K",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B016.4"
    },
    {
        "description": "N(1875) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B016.5"
    },
    {
        "description": "N(1875) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B016.14"
    },
    {
        "description": "N(1875) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B016.21"
    },
    {
        "description": "N(1875) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B016.22"
    },
    {
        "description": "N(1875) --> N rho, S=3/2, S-wave",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B016.23"
    },
    {
        "description": "N(1875) --> N sigma",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B016.24"
    },
    {
        "description": "N(1875) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B016.11"
    },
    {
        "description": "N(1875) --> N(1520) pi",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B016.13"
    },
    {
        "description": "N(1875) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B016.178"
    },
    {
        "description": "N(1875) --> p gamma",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B016.10"
    },
    {
        "description": "N(1875) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B016.6"
    },
    {
        "description": "N(1875) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B016.7"
    },
    {
        "description": "N(1875) --> n gamma",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B016.15"
    },
    {
        "description": "N(1875) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B016.8"
    },
    {
        "description": "N(1875) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1875)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B016.9"
    },
    {
        "description": "N(1880)",
        "description_tex": "${{\\mathit N}{(1880)}}$",
        "pdgId": "B087"
    },
    {
        "description": "N(1880) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1880)}}$ POLE POSITION",
        "pdgId": "B087215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B087RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B087IM"
    },
    {
        "description": "N(1880) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1880)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B087220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B087RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B087IMR"
    },
    {
        "description": "N(1880) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1880)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B087240"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B087RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B087RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B087RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B087RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B087RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> N a_0(980)",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "B087RS6"
    },
    {
        "description": "Normalized residue in N pi --> N(1880) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B087RS7"
    },
    {
        "description": "N(1880) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1880)}}$ BREIT-WIGNER MASS",
        "pdgId": "B087M"
    },
    {
        "description": "N(1880) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1880)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B087W"
    },
    {
        "description": "G(N(1880) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R1"
    },
    {
        "description": "G(N(1880) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R2"
    },
    {
        "description": "G(N(1880) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R00"
    },
    {
        "description": "G(N(1880) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R3"
    },
    {
        "description": "G(N(1880) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R4"
    },
    {
        "description": "G(N(1880) --> Delta(1232) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R5"
    },
    {
        "description": "G(N(1880) --> N rho   ,  S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R06"
    },
    {
        "description": "G(N(1880) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R02"
    },
    {
        "description": "G(N(1880) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R03"
    },
    {
        "description": "G(N(1880) --> N a_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R04"
    },
    {
        "description": "G(N(1880) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B087R05"
    },
    {
        "description": "N(1880) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1880)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B087260"
    },
    {
        "description": "N(1880) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B087PA2"
    },
    {
        "description": "N(1880) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1880)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B087235"
    },
    {
        "description": "N(1880) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B087A1"
    },
    {
        "description": "N(1880) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B087A3"
    },
    {
        "description": "N(1880) --> N pi",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B087.1"
    },
    {
        "description": "N(1880) --> N eta",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B087.2"
    },
    {
        "description": "N(1880) --> N omega",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B087.13"
    },
    {
        "description": "N(1880) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B087.3"
    },
    {
        "description": "N(1880) --> Sigma K",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B087.4"
    },
    {
        "description": "N(1880) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B087.12"
    },
    {
        "description": "N(1880) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B087.5"
    },
    {
        "description": "N(1880) --> N rho  , S=1/2, P-wave",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B087.15"
    },
    {
        "description": "N(1880) --> N sigma",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B087.7"
    },
    {
        "description": "N(1880) --> N(1535) pi",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B087.10"
    },
    {
        "description": "N(1880) --> N a_0(980)",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "B087.11"
    },
    {
        "description": "N(1880) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B087.14"
    },
    {
        "description": "N(1880) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B087.8"
    },
    {
        "description": "N(1880) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1880)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B087.9"
    },
    {
        "description": "N(1895)",
        "description_tex": "${{\\mathit N}{(1895)}}$",
        "pdgId": "B004"
    },
    {
        "description": "N(1895) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1895)}}$ POLE POSITION",
        "pdgId": "B004215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B004RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B004IM"
    },
    {
        "description": "N(1895) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1895)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B004220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B004RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B004IMR"
    },
    {
        "description": "N(1895) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1895)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B004240"
    },
    {
        "description": "Normalized residue in N pi --> N(1895) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1895)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B004RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1895) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1895)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B004RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1895) --> Delta(1232) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1895)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B004RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1895) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1895)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B004RS5"
    },
    {
        "description": "N(1895) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1895)}}$ BREIT-WIGNER MASS",
        "pdgId": "B004M"
    },
    {
        "description": "N(1895) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1895)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B004W"
    },
    {
        "description": "G(N(1895) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R1"
    },
    {
        "description": "G(N(1895) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R11"
    },
    {
        "description": "G(N(1895) --> N eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R02"
    },
    {
        "description": "G(N(1895) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R00"
    },
    {
        "description": "G(N(1895) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R12"
    },
    {
        "description": "G(N(1895) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R13"
    },
    {
        "description": "G(N(1895) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R5"
    },
    {
        "description": "G(N(1895) --> N rho , S=1/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R7"
    },
    {
        "description": "G(N(1895) --> N rho , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R8"
    },
    {
        "description": "G(N(1895) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R9"
    },
    {
        "description": "G(N(1895) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R10"
    },
    {
        "description": "G(N(1895) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B004R01"
    },
    {
        "description": "N(1895) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1895)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B004260"
    },
    {
        "description": "N(1895) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B004PA1"
    },
    {
        "description": "N(1895) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B004PA2"
    },
    {
        "description": "N(1895) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1895)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B004235"
    },
    {
        "description": "N(1895) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B004A1"
    },
    {
        "description": "N(1895) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B004A3"
    },
    {
        "description": "N(1895) --> N pi",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B004.1"
    },
    {
        "description": "N(1895) --> N eta",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B004.11"
    },
    {
        "description": "N(1895) --> N eta^'",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "B004.17"
    },
    {
        "description": "N(1895) --> N omega",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B004.15"
    },
    {
        "description": "N(1895) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B004.2"
    },
    {
        "description": "N(1895) --> Sigma K",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B004.12"
    },
    {
        "description": "N(1895) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B004.3"
    },
    {
        "description": "N(1895) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B004.5"
    },
    {
        "description": "N(1895) --> N rho",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B004.6"
    },
    {
        "description": "N(1895) --> N rho, S=1/2, S-wave",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B004.7"
    },
    {
        "description": "N(1895) --> N rho, S=3/2, D-wave",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B004.8"
    },
    {
        "description": "N(1895) --> N sigma",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B004.9"
    },
    {
        "description": "N(1895) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B004.10"
    },
    {
        "description": "N(1895) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B004.16"
    },
    {
        "description": "N(1895) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B004.13"
    },
    {
        "description": "N(1895) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1895)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B004.14"
    },
    {
        "description": "N(1900)",
        "description_tex": "${{\\mathit N}{(1900)}}$",
        "pdgId": "B144"
    },
    {
        "description": "N(1900) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1900)}}$ POLE POSITION",
        "pdgId": "B144230"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B144RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B144IM"
    },
    {
        "description": "N(1900) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1900)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B144240"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B144RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B144IMR"
    },
    {
        "description": "N(1900) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1900)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B144250"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B144RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B144RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B144RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B144RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> Delta(1232) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B144RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> Delta(1232) pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B144RS6"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> N(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B144RS7"
    },
    {
        "description": "Normalized residue in N pi --> N(1900) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B144RS8"
    },
    {
        "description": "N(1900) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1900)}}$ BREIT-WIGNER MASS",
        "pdgId": "B144M"
    },
    {
        "description": "N(1900) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1900)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B144W"
    },
    {
        "description": "G(N(1900) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R1"
    },
    {
        "description": "G(N(1900) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R4"
    },
    {
        "description": "G(N(1900) --> N eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R06"
    },
    {
        "description": "G(N(1900) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R5"
    },
    {
        "description": "G(N(1900) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R6"
    },
    {
        "description": "G(N(1900) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R7"
    },
    {
        "description": "G(N(1900) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R04"
    },
    {
        "description": "G(N(1900) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R05"
    },
    {
        "description": "G(N(1900) --> N rho   ,  S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R07"
    },
    {
        "description": "G(N(1900) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R02"
    },
    {
        "description": "G(N(1900) --> N(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R03"
    },
    {
        "description": "G(N(1900) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R01"
    },
    {
        "description": "G(N(1900) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B144R00"
    },
    {
        "description": "N(1900) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1900)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B144260"
    },
    {
        "description": "N(1900) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B144PA1"
    },
    {
        "description": "N(1900) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B144PA2"
    },
    {
        "description": "N(1900) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B144PA3"
    },
    {
        "description": "N(1900) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B144PA4"
    },
    {
        "description": "N(1900) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1900)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B144225"
    },
    {
        "description": "N(1900) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B144A1"
    },
    {
        "description": "N(1900) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B144A2"
    },
    {
        "description": "N(1900) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B144A3"
    },
    {
        "description": "N(1900) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B144A4"
    },
    {
        "description": "N(1900) --> N pi",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B144.1"
    },
    {
        "description": "N(1900) --> N eta",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B144.4"
    },
    {
        "description": "N(1900) --> N eta^'",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "B144.20"
    },
    {
        "description": "N(1900) --> N omega",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B144.5"
    },
    {
        "description": "N(1900) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B144.6"
    },
    {
        "description": "N(1900) --> Sigma K",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B144.7"
    },
    {
        "description": "N(1900) --> N pi pi",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B144.2"
    },
    {
        "description": "N(1900) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B144.3"
    },
    {
        "description": "N(1900) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B144.18"
    },
    {
        "description": "N(1900) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B144.17"
    },
    {
        "description": "N(1900) --> N rho  , S=1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=1/2",
        "pdgId": "B144.22"
    },
    {
        "description": "N(1900) --> N sigma",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B144.16"
    },
    {
        "description": "N(1900) --> N(1520) pi",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B144.15"
    },
    {
        "description": "N(1900) --> N(1535) pi",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B144.14"
    },
    {
        "description": "N(1900) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B144.19"
    },
    {
        "description": "N(1900) --> p gamma",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B144.8"
    },
    {
        "description": "N(1900) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B144.9"
    },
    {
        "description": "N(1900) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B144.10"
    },
    {
        "description": "N(1900) --> n gamma",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B144.11"
    },
    {
        "description": "N(1900) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B144.12"
    },
    {
        "description": "N(1900) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1900)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B144.13"
    },
    {
        "description": "N(1990)",
        "description_tex": "${{\\mathit N}{(1990)}}$",
        "pdgId": "B017"
    },
    {
        "description": "N(1990) POLE POSITION",
        "description_tex": "${{\\mathit N}{(1990)}}$ POLE POSITION",
        "pdgId": "B017215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B017RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B017IM"
    },
    {
        "description": "N(1990) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(1990)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B017220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B017RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B017IMR"
    },
    {
        "description": "Delta(1990) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1990)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B017240"
    },
    {
        "description": "Normalized residue in N pi --> N(1990) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1990)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B017A00"
    },
    {
        "description": "Normalized residue in N pi --> N(1990) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1990)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B017A01"
    },
    {
        "description": "Normalized residue in N pi --> N(1990) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(1990)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B017A02"
    },
    {
        "description": "N(1990) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(1990)}}$ BREIT-WIGNER MASS",
        "pdgId": "B017M"
    },
    {
        "description": "N(1990) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(1990)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B017W"
    },
    {
        "description": "G(N(1990) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B017R1"
    },
    {
        "description": "G(N(1990) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B017R00"
    },
    {
        "description": "G(N(1990) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B017R01"
    },
    {
        "description": "N(1990) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(1990)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B017260"
    },
    {
        "description": "N(1990) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B017PA1"
    },
    {
        "description": "N(1990) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B017PA2"
    },
    {
        "description": "N(1990) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B017PA3"
    },
    {
        "description": "N(1990) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B017PA4"
    },
    {
        "description": "N(1990) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(1990)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B017235"
    },
    {
        "description": "N(1990) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B017A1"
    },
    {
        "description": "N(1990) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B017A2"
    },
    {
        "description": "N(1990) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B017A3"
    },
    {
        "description": "N(1990) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B017A4"
    },
    {
        "description": "N(1990) --> N pi",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B017.1"
    },
    {
        "description": "N(1990) --> N eta",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B017.12"
    },
    {
        "description": "N(1990) --> Lambda K",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B017.13"
    },
    {
        "description": "N(1990) --> p gamma",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B017.10"
    },
    {
        "description": "N(1990) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B017.6"
    },
    {
        "description": "N(1990) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B017.7"
    },
    {
        "description": "N(1990) --> n gamma",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B017.11"
    },
    {
        "description": "N(1990) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B017.8"
    },
    {
        "description": "N(1990) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(1990)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B017.9"
    },
    {
        "description": "N(2000)",
        "description_tex": "${{\\mathit N}{(2000)}}$",
        "pdgId": "B006"
    },
    {
        "description": "N(2000) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2000)}}$ POLE POSITION",
        "pdgId": "B006211"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B006RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B006IM"
    },
    {
        "description": "N(2000) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2000)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B006212"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B006RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B006IMR"
    },
    {
        "description": "N(2000) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2000)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B006240"
    },
    {
        "description": "Normalized residue in N pi --> N(2000) --> Delta(1232) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2000)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B006RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(2000) --> Delta(1232) pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2000)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B006RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(2000) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2000)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B006RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(2000) --> N(1520) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2000)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B006RS4"
    },
    {
        "description": "N(2000) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2000)}}$ BREIT-WIGNER MASS",
        "pdgId": "B006M"
    },
    {
        "description": "N(2000) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2000)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B006W"
    },
    {
        "description": "G(N(2000) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R1"
    },
    {
        "description": "G(N(2000) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R13"
    },
    {
        "description": "G(N(2000) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R14"
    },
    {
        "description": "G(N(2000) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R18"
    },
    {
        "description": "G(N(2000) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R19"
    },
    {
        "description": "G(N(2000) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R15"
    },
    {
        "description": "G(N(2000) --> N(1520) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R16"
    },
    {
        "description": "G(N(2000) --> N(1680) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R17"
    },
    {
        "description": "G(N(2000) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B006R00"
    },
    {
        "description": "N(2000) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2000)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B006260"
    },
    {
        "description": "N(2000) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B006PA1"
    },
    {
        "description": "N(2000) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B006PA2"
    },
    {
        "description": "N(2000) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B006PA3"
    },
    {
        "description": "N(2000) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B006PA4"
    },
    {
        "description": "N(2000) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2000)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B006225"
    },
    {
        "description": "N(2000) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B006A1"
    },
    {
        "description": "N(2000) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B006A2"
    },
    {
        "description": "N(2000) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B006A3"
    },
    {
        "description": "N(2000) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B006A4"
    },
    {
        "description": "N(2000) --> N pi",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B006.1"
    },
    {
        "description": "N(2000) --> N eta",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B006.2"
    },
    {
        "description": "N(2000) --> N omega",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B006.14"
    },
    {
        "description": "N(2000) --> N pi pi",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B006.13"
    },
    {
        "description": "N(2000) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B006.10"
    },
    {
        "description": "N(2000) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B006.8"
    },
    {
        "description": "N(2000) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B006.15"
    },
    {
        "description": "N(2000) --> N sigma",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B006.5"
    },
    {
        "description": "N(2000) --> N(1520) pi, D-wave",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B006.6"
    },
    {
        "description": "N(2000) --> N(1680) pi, P-wave",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B006.7"
    },
    {
        "description": "N(2000) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B006.21"
    },
    {
        "description": "N(2000) --> p gamma",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B006.9"
    },
    {
        "description": "N(2000) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B006.16"
    },
    {
        "description": "N(2000) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B006.17"
    },
    {
        "description": "N(2000) --> n gamma",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B006.18"
    },
    {
        "description": "N(2000) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B006.19"
    },
    {
        "description": "N(2000) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2000)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B006.20"
    },
    {
        "description": "N(2040)",
        "description_tex": "${{\\mathit N}{(2040)}}$",
        "pdgId": "B159"
    },
    {
        "description": "N(2040) MASS",
        "description_tex": "${{\\mathit N}{(2040)}}$ MASS",
        "pdgId": "B159M"
    },
    {
        "description": "N(2040) WIDTH",
        "description_tex": "${{\\mathit N}{(2040)}}$ WIDTH",
        "pdgId": "B159W"
    },
    {
        "description": "N(2060)",
        "description_tex": "${{\\mathit N}{(2060)}}$",
        "pdgId": "B005"
    },
    {
        "description": "N(2060) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2060)}}$ POLE POSITION",
        "pdgId": "B005215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B005RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B005IM"
    },
    {
        "description": "N(2060) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2060)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B005220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B005RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B005IMR"
    },
    {
        "description": "N(2060) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2060)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B005240"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B005RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B005RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B005RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B005RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B005RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B005RS6"
    },
    {
        "description": "Normalized residue in N pi --> N(2060) --> N(1520) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2060)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B005RS7"
    },
    {
        "description": "N(2060) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2060)}}$ BREIT-WIGNER MASS",
        "pdgId": "B005M"
    },
    {
        "description": "N(2060) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2060)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B005W"
    },
    {
        "description": "G(N(2060) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R1"
    },
    {
        "description": "G(N(2060) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R4"
    },
    {
        "description": "G(N(2060) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R00"
    },
    {
        "description": "G(N(2060) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R09"
    },
    {
        "description": "G(N(2060) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R5"
    },
    {
        "description": "G(N(2060) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R01"
    },
    {
        "description": "G(N(2060) --> N rho , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R02"
    },
    {
        "description": "G(N(2060) --> N rho   ,  S=3/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R10"
    },
    {
        "description": "G(N(2060) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R04"
    },
    {
        "description": "G(N(2060) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R05"
    },
    {
        "description": "G(N(2060) --> N(1520) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R06"
    },
    {
        "description": "G(N(2060) --> N(1680) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R07"
    },
    {
        "description": "G(N(2060) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B005R08"
    },
    {
        "description": "N(2060) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2060)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B005260"
    },
    {
        "description": "N(2060) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B005PA1"
    },
    {
        "description": "N(2060) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B005PA2"
    },
    {
        "description": "N(2060) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B005PA3"
    },
    {
        "description": "N(2060) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B005PA4"
    },
    {
        "description": "N(2060) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2060)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B005235"
    },
    {
        "description": "N(2060) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B005A1"
    },
    {
        "description": "N(2060) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B005A2"
    },
    {
        "description": "N(2060) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B005A3"
    },
    {
        "description": "N(2060) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B005A4"
    },
    {
        "description": "N(2060) --> N pi",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B005.1"
    },
    {
        "description": "N(2060) --> N eta",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B005.2"
    },
    {
        "description": "N(2060) --> N omega",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B005.21"
    },
    {
        "description": "N(2060) --> Lambda K",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B005.3"
    },
    {
        "description": "N(2060) --> Sigma K",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B005.4"
    },
    {
        "description": "N(2060) --> N pi pi",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B005.5"
    },
    {
        "description": "N(2060) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B005.7"
    },
    {
        "description": "N(2060) --> N rho",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B005.8"
    },
    {
        "description": "N(2060) --> N rho, S=1/2, P-wave",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B005.9"
    },
    {
        "description": "N(2060) --> N rho  , S=3/2 , D-wave",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B005.23"
    },
    {
        "description": "N(2060) --> N sigma",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B005.17"
    },
    {
        "description": "N(2060) --> N(1440) pi",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B005.18"
    },
    {
        "description": "N(2060) --> N(1520) pi, P-wave",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B005.19"
    },
    {
        "description": "N(2060) --> N(1680) pi, S-wave",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B005.20"
    },
    {
        "description": "N(2060) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B005.22"
    },
    {
        "description": "N(2060) --> p gamma",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B005.11"
    },
    {
        "description": "N(2060) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B005.12"
    },
    {
        "description": "N(2060) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B005.13"
    },
    {
        "description": "N(2060) --> n gamma",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B005.14"
    },
    {
        "description": "N(2060) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B005.15"
    },
    {
        "description": "N(2060) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2060)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B005.16"
    },
    {
        "description": "N(2100)",
        "description_tex": "${{\\mathit N}{(2100)}}$",
        "pdgId": "B132"
    },
    {
        "description": "N(2100) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2100)}}$ POLE POSITION",
        "pdgId": "B132215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B132RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B132IM"
    },
    {
        "description": "N(2100) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2100)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B132220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B132RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B132IMR"
    },
    {
        "description": "N(2100) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2100)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B132240"
    },
    {
        "description": "Normalized residue in N pi --> N(2100) --> Delta(1232) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B132RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(2100) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B132RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(2100) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B132RS3"
    },
    {
        "description": "N(2100) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2100)}}$ BREIT-WIGNER MASS",
        "pdgId": "B132M"
    },
    {
        "description": "N(2100) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2100)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B132W"
    },
    {
        "description": "G(N(2100) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R1"
    },
    {
        "description": "G(N(2100) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R4"
    },
    {
        "description": "G(N(2100) --> N eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R03"
    },
    {
        "description": "G(N(2100) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R00"
    },
    {
        "description": "G(N(2100) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R5"
    },
    {
        "description": "G(N(2100) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R3"
    },
    {
        "description": "G(N(2100) --> N rho , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R6"
    },
    {
        "description": "G(N(2100) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R02"
    },
    {
        "description": "G(N(2100) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R7"
    },
    {
        "description": "G(N(2100) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B132R01"
    },
    {
        "description": "N(2100) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2100)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B132260"
    },
    {
        "description": "N(2100) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B132PA1"
    },
    {
        "description": "N(2100) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B132PA2"
    },
    {
        "description": "N(2100) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2100)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B132235"
    },
    {
        "description": "N(2100) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B132A1"
    },
    {
        "description": "N(2100) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B132A00"
    },
    {
        "description": "N(2100) --> N pi",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B132.1"
    },
    {
        "description": "N(2100) --> N eta",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B132.4"
    },
    {
        "description": "N(2100) --> N eta^'",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "B132.14"
    },
    {
        "description": "N(2100) --> N omega",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B132.12"
    },
    {
        "description": "N(2100) --> Lambda K",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B132.5"
    },
    {
        "description": "N(2100) --> N pi pi",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B132.3"
    },
    {
        "description": "N(2100) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B132.2"
    },
    {
        "description": "N(2100) --> N rho, S=1/2, P-wave",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B132.6"
    },
    {
        "description": "N(2100) --> N sigma",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B132.7"
    },
    {
        "description": "N(2100) --> N(1535) pi",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B132.8"
    },
    {
        "description": "N(2100) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B132.13"
    },
    {
        "description": "N(2100) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B132.11"
    },
    {
        "description": "N(2100) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2100)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B132.15"
    },
    {
        "description": "N(2120)",
        "description_tex": "${{\\mathit N}{(2120)}}$",
        "pdgId": "B024"
    },
    {
        "description": "N(2120) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2120)}}$ POLE POSITION",
        "pdgId": "B024215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B024RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B024IM"
    },
    {
        "description": "N(2120) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2120)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B024220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B024RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B024IMR"
    },
    {
        "description": "N(2120) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2120)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B024240"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B024RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B024RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B024RS3"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> Delta(1232) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B024RS4"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B024RS5"
    },
    {
        "description": "Normalized residue in N pi --> N(2120) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2120)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B024RS6"
    },
    {
        "description": "N(2120) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2120)}}$ BREIT-WIGNER MASS",
        "pdgId": "B024M"
    },
    {
        "description": "N(2120) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2120)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B024W"
    },
    {
        "description": "G(N(2120) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R1"
    },
    {
        "description": "G(N(2120) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R07"
    },
    {
        "description": "G(N(2120) --> N eta')/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R06"
    },
    {
        "description": "G(N(2120) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R00"
    },
    {
        "description": "G(N(2120) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R08"
    },
    {
        "description": "G(N(2120) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R03"
    },
    {
        "description": "G(N(2120) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R04"
    },
    {
        "description": "G(N(2120) --> N rho   ,  S=3/2  ,  S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R09"
    },
    {
        "description": "G(N(2120) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R02"
    },
    {
        "description": "G(N(2120) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R01"
    },
    {
        "description": "G(N(2120) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B024R05"
    },
    {
        "description": "N(2120) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2120)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B024260"
    },
    {
        "description": "N(2120) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B024PA1"
    },
    {
        "description": "N(2120) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B024PA2"
    },
    {
        "description": "N(2120) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B024PA3"
    },
    {
        "description": "N(2120) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B024PA4"
    },
    {
        "description": "N(2120) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2120)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B024235"
    },
    {
        "description": "N(2120) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B024A1"
    },
    {
        "description": "N(2120) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B024A2"
    },
    {
        "description": "N(2120) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B024A3"
    },
    {
        "description": "N(2120) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B024A4"
    },
    {
        "description": "N(2120) --> N pi",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B024.1"
    },
    {
        "description": "N(2120) --> N eta",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B024.18"
    },
    {
        "description": "N(2120) --> N eta^'",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}^{\\,'}}$",
        "pdgId": "B024.16"
    },
    {
        "description": "N(2120) --> N omega",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B024.14"
    },
    {
        "description": "N(2120) --> Lambda K",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B024.17"
    },
    {
        "description": "N(2120) --> N pi pi",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B024.6"
    },
    {
        "description": "N(2120) --> Delta(1232) pi",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B024.7"
    },
    {
        "description": "N(2120) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B024.4"
    },
    {
        "description": "N(2120) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B024.5"
    },
    {
        "description": "N(2120) --> N rho  , S=3/2 , S-wave",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B024.20"
    },
    {
        "description": "N(2120) --> N sigma",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B024.3"
    },
    {
        "description": "N(2120) --> N(1535) pi",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B024.2"
    },
    {
        "description": "N(2120) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B024.15"
    },
    {
        "description": "N(2120) --> p gamma",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B024.8"
    },
    {
        "description": "N(2120) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B024.9"
    },
    {
        "description": "N(2120) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B024.10"
    },
    {
        "description": "N(2120) --> n gamma",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B024.11"
    },
    {
        "description": "N(2120) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B024.12"
    },
    {
        "description": "N(2120) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2120)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B024.13"
    },
    {
        "description": "N(2190)",
        "description_tex": "${{\\mathit N}{(2190)}}$",
        "pdgId": "B071"
    },
    {
        "description": "N(2190) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2190)}}$ POLE POSITION",
        "pdgId": "B071215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B071RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B071IM"
    },
    {
        "description": "N(2190) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2190)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B071220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B071RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B071IMR"
    },
    {
        "description": "N(2190) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2190)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B071250"
    },
    {
        "description": "Normalized residue in N pi --> N(2190) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2190)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B071RS1"
    },
    {
        "description": "Normalized residue in N pi --> N(2190) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2190)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B071A00"
    },
    {
        "description": "Normalized residue in N pi --> N(2190) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2190)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B071A02"
    },
    {
        "description": "Normalized residue in N pi --> N(2190) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2190)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B071RS2"
    },
    {
        "description": "Normalized residue in N pi --> N(2190) --> N sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2190)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B071RS3"
    },
    {
        "description": "N(2190) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2190)}}$ BREIT-WIGNER MASS",
        "pdgId": "B071M"
    },
    {
        "description": "N(2190) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2190)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B071W"
    },
    {
        "description": "G(N(2190) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R1"
    },
    {
        "description": "G(N(2190) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R8"
    },
    {
        "description": "G(N(2190) --> N omega)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R11"
    },
    {
        "description": "G(N(2190) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R12"
    },
    {
        "description": "G(N(2190) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R14"
    },
    {
        "description": "G(N(2190) --> N rho , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R9"
    },
    {
        "description": "G(N(2190) --> N sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R13"
    },
    {
        "description": "G(N(2190) --> Lambda K*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B071R00"
    },
    {
        "description": "N(2190) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2190)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B071260"
    },
    {
        "description": "N(2190) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B071PA1"
    },
    {
        "description": "N(2190) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B071PA2"
    },
    {
        "description": "N(2190) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B071PA3"
    },
    {
        "description": "N(2190) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B071PA4"
    },
    {
        "description": "N(2190) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2190)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B071235"
    },
    {
        "description": "N(2190) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B071A1"
    },
    {
        "description": "N(2190) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B071A2"
    },
    {
        "description": "N(2190) --> p gamma, ratio of helicity amplitudes A(3/2)/A(1/2)",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$, ratio of helicity amplitudes A$_{3/2}/A_{1/2}$",
        "pdgId": "B071A01"
    },
    {
        "description": "N(2190) --> n gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B071A3"
    },
    {
        "description": "N(2190) --> n gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B071A4"
    },
    {
        "description": "N(2190) --> N pi",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B071.1"
    },
    {
        "description": "N(2190) --> N eta",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B071.2"
    },
    {
        "description": "N(2190) --> N omega",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\omega}}$",
        "pdgId": "B071.178"
    },
    {
        "description": "N(2190) --> Lambda K",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B071.3"
    },
    {
        "description": "N(2190) --> N pi pi",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B071.5"
    },
    {
        "description": "N(2190) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B071.17"
    },
    {
        "description": "N(2190) --> N rho, S=3/2, D-wave",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B071.6"
    },
    {
        "description": "N(2190) --> N sigma",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\sigma}}$",
        "pdgId": "B071.16"
    },
    {
        "description": "N(2190) --> Lambda K^*(892)",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}^{*}{(892)}}$",
        "pdgId": "B071.179"
    },
    {
        "description": "N(2190) --> p gamma",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "B071.11"
    },
    {
        "description": "N(2190) --> p gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B071.7"
    },
    {
        "description": "N(2190) --> p gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B071.8"
    },
    {
        "description": "N(2190) --> n gamma",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "B071.19"
    },
    {
        "description": "N(2190) --> n gamma, helicity=1/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B071.9"
    },
    {
        "description": "N(2190) --> n gamma, helicity=3/2",
        "description_tex": "${{\\mathit N}{(2190)}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B071.10"
    },
    {
        "description": "N(2220)",
        "description_tex": "${{\\mathit N}{(2220)}}$",
        "pdgId": "B090"
    },
    {
        "description": "N(2220) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2220)}}$ POLE POSITION",
        "pdgId": "B090215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B090RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B090IM"
    },
    {
        "description": "N(2220) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2220)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B090220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B090RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B090IMR"
    },
    {
        "description": "N(2220) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2220)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B090250"
    },
    {
        "description": "Normalized residue in N pi --> N(2220) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2220)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B090A00"
    },
    {
        "description": "Normalized residue in N pi --> N(2220) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B090A01"
    },
    {
        "description": "Normalized residue in N pi --> N(2220) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2220)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B090A02"
    },
    {
        "description": "N(2220) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2220)}}$ BREIT-WIGNER MASS",
        "pdgId": "B090M"
    },
    {
        "description": "N(2220) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2220)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B090W"
    },
    {
        "description": "G(N(2220) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2220)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B090R1"
    },
    {
        "description": "N(2220) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2220)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B090260"
    },
    {
        "description": "N(2220) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B090PA1"
    },
    {
        "description": "N(2220) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2220)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B090PA2"
    },
    {
        "description": "N(2220) --> N pi",
        "description_tex": "${{\\mathit N}{(2220)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B090.1"
    },
    {
        "description": "N(2250)",
        "description_tex": "${{\\mathit N}{(2250)}}$",
        "pdgId": "B113"
    },
    {
        "description": "N(2250) POLE POSITION",
        "description_tex": "${{\\mathit N}{(2250)}}$ POLE POSITION",
        "pdgId": "B113215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B113RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B113IM"
    },
    {
        "description": "N(2250) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2250)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B113220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B113RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B113IMR"
    },
    {
        "description": "N(2250) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit N}{(2250)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B113250"
    },
    {
        "description": "Normalized residue in N pi --> N(2250) --> N eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2250)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B113A00"
    },
    {
        "description": "Normalized residue in N pi --> N(2250) --> Lambda K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2250)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B113A01"
    },
    {
        "description": "Normalized residue in N pi --> N(2250) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit N}{(2250)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B113A02"
    },
    {
        "description": "N(2250) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2250)}}$ BREIT-WIGNER MASS",
        "pdgId": "B113M"
    },
    {
        "description": "N(2250) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2250)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B113W"
    },
    {
        "description": "G(N(2250) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B113R1"
    },
    {
        "description": "G(N(2250) --> N eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B113R00"
    },
    {
        "description": "G(N(2250) --> Lambda K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B113R01"
    },
    {
        "description": "N(2250) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit N}{(2250)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B113260"
    },
    {
        "description": "N(2250) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B113PA1"
    },
    {
        "description": "N(2250) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B113PA2"
    },
    {
        "description": "N(2250) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit N}{(2250)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B113240"
    },
    {
        "description": "N(2250) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B113A03"
    },
    {
        "description": "N(2250) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B113A04"
    },
    {
        "description": "N(2250) --> N pi",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B113.1"
    },
    {
        "description": "N(2250) --> N eta",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\eta}}$",
        "pdgId": "B113.4"
    },
    {
        "description": "N(2250) --> Lambda K",
        "description_tex": "${{\\mathit N}{(2250)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit K}}$",
        "pdgId": "B113.5"
    },
    {
        "description": "N(2300)",
        "description_tex": "${{\\mathit N}{(2300)}}$",
        "pdgId": "B003"
    },
    {
        "description": "N(2300) MASS",
        "description_tex": "${{\\mathit N}{(2300)}}$ MASS",
        "pdgId": "B003M"
    },
    {
        "description": "N(2300) WIDTH",
        "description_tex": "${{\\mathit N}{(2300)}}$ WIDTH",
        "pdgId": "B003W"
    },
    {
        "description": "N(2570)",
        "description_tex": "${{\\mathit N}{(2570)}}$",
        "pdgId": "B160"
    },
    {
        "description": "N(2570) MASS",
        "description_tex": "${{\\mathit N}{(2570)}}$ MASS",
        "pdgId": "B160M"
    },
    {
        "description": "N(2570) WIDTH",
        "description_tex": "${{\\mathit N}{(2570)}}$ WIDTH",
        "pdgId": "B160W"
    },
    {
        "description": "N(2600)",
        "description_tex": "${{\\mathit N}{(2600)}}$",
        "pdgId": "B120"
    },
    {
        "description": "N(2600) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2600)}}$ BREIT-WIGNER MASS",
        "pdgId": "B120M"
    },
    {
        "description": "N(2600) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2600)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B120W"
    },
    {
        "description": "G(N(2600) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B120R1"
    },
    {
        "description": "N(2600) --> N pi",
        "description_tex": "${{\\mathit N}{(2600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B120.1"
    },
    {
        "description": "N(2700)",
        "description_tex": "${{\\mathit N}{(2700)}}$",
        "pdgId": "B121"
    },
    {
        "description": "N(2700) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}{(2700)}}$ BREIT-WIGNER MASS",
        "pdgId": "B121M"
    },
    {
        "description": "N(2700) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}{(2700)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B121W"
    },
    {
        "description": "G(N(2700) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(2700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B121R1"
    },
    {
        "description": "N(2700) --> N pi",
        "description_tex": "${{\\mathit N}{(2700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B121.1"
    },
    {
        "description": "N(~3000)",
        "description_tex": "${{\\mathit N}}(\\sim{}$3000)",
        "pdgId": "B128"
    },
    {
        "description": "N(~3000) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit N}}(\\sim{}$3000) BREIT-WIGNER MASS",
        "pdgId": "B128M"
    },
    {
        "description": "N(~3000) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit N}}(\\sim{}$3000) BREIT-WIGNER WIDTH",
        "pdgId": "B128W"
    },
    {
        "description": "G(N(~3000) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit N}{(\\sim3000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B128R1"
    },
    {
        "description": "N(~3000) --> N pi",
        "description_tex": "${{\\mathit N}{(\\sim3000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B128.1"
    },
    {
        "description": "Delta(1232)",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$",
        "pdgId": "B033"
    },
    {
        "description": "Delta(1232) POLE POSITIONS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ POLE POSITIONS",
        "pdgId": "B033225"
    },
    {
        "description": "REAL PART, MIXED CHARGES",
        "description_tex": "REAL PART, MIXED CHARGES",
        "pdgId": "B033RE"
    },
    {
        "description": "-2*IMAGINARY PART, MIXED CHARGES",
        "description_tex": "$-2{\\times }$IMAGINARY PART, MIXED CHARGES",
        "pdgId": "B033IM"
    },
    {
        "description": "REAL PART, Delta(1232)++",
        "description_tex": "REAL PART, ${{\\mathit \\Delta}{(1232)}^{++}}$",
        "pdgId": "B033R++"
    },
    {
        "description": "-2*IMAGINARY PART, Delta(1232)++",
        "description_tex": "$-2{\\times }$IMAGINARY PART, ${{\\mathit \\Delta}{(1232)}^{++}}$",
        "pdgId": "B033I++"
    },
    {
        "description": "REAL PART, Delta(1232)+",
        "description_tex": "REAL PART, ${{\\mathit \\Delta}{(1232)}^{+}}$",
        "pdgId": "B033RE+"
    },
    {
        "description": "-2*IMAGINARY PART, Delta(1232)+",
        "description_tex": "$-2{\\times }$IMAGINARY PART, ${{\\mathit \\Delta}{(1232)}^{+}}$",
        "pdgId": "B033IM+"
    },
    {
        "description": "REAL PART, Delta(1232)0",
        "description_tex": "REAL PART, ${{\\mathit \\Delta}{(1232)}^{0}}$",
        "pdgId": "B033RE0"
    },
    {
        "description": "-2*IMAGINARY PART, Delta(1232)0",
        "description_tex": "$-2{\\times }$IMAGINARY PART, ${{\\mathit \\Delta}{(1232)}^{0}}$",
        "pdgId": "B033IM0"
    },
    {
        "description": "Delta(1232) ELASTIC POLE RESIDUES",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ ELASTIC POLE RESIDUES",
        "pdgId": "B033230"
    },
    {
        "description": "ABSOLUTE VALUE, MIXED CHARGES",
        "description_tex": "ABSOLUTE VALUE, MIXED CHARGES",
        "pdgId": "B033ABS"
    },
    {
        "description": "PHASE, MIXED CHARGES",
        "description_tex": "PHASE, MIXED CHARGES",
        "pdgId": "B033PH"
    },
    {
        "description": "Delta(1232) BREIT-WIGNER MASSES",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ BREIT-WIGNER MASSES",
        "pdgId": "B033205"
    },
    {
        "description": "MIXED CHARGES",
        "description_tex": "MIXED CHARGES",
        "pdgId": "B033M"
    },
    {
        "description": "Delta(1232)++ MASS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{++}}$ MASS",
        "pdgId": "B033M++"
    },
    {
        "description": "Delta(1232)+ MASS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{+}}$ MASS",
        "pdgId": "B033M+"
    },
    {
        "description": "Delta(1232)0 MASS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{0}}$ MASS",
        "pdgId": "B033M0"
    },
    {
        "description": "mass(Delta0)-mass(Delta++)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Delta}^{0}}}-{\\mathit m}_{{{\\mathit \\Delta}^{++}}}$",
        "pdgId": "B033D"
    },
    {
        "description": "Delta(1232) BREIT-WIGNER WIDTHS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ BREIT-WIGNER WIDTHS",
        "pdgId": "B033210"
    },
    {
        "description": "MIXED CHARGES",
        "description_tex": "MIXED CHARGES",
        "pdgId": "B033W"
    },
    {
        "description": "Delta(1232)++ WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{++}}$ WIDTH",
        "pdgId": "B033W++"
    },
    {
        "description": "Delta(1232)+ WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{+}}$ WIDTH",
        "pdgId": "B033W+"
    },
    {
        "description": "Delta(1232)0 WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{0}}$ WIDTH",
        "pdgId": "B033W0"
    },
    {
        "description": "Delta0-Delta++ WIDTH DIFFERENCE",
        "description_tex": "${{\\mathit \\Delta}^{0}}-{{\\mathit \\Delta}^{++}}$ WIDTH DIFFERENCE",
        "pdgId": "B033WD"
    },
    {
        "description": "G(Delta(1232) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B033R1"
    },
    {
        "description": "G(Delta(1232) --> p e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B033R00"
    },
    {
        "description": "Delta(1232) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B033260"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B033PA1"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B033PA2"
    },
    {
        "description": "Delta(1232) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B033255"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B033A1"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B033A2"
    },
    {
        "description": "Delta(1232) --> N gamma, E_2/M_1 ratio",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$, ${{\\mathit E}_{{{2}}}}/{{\\mathit M}_{{{1}}}}$ ratio",
        "pdgId": "B033EMR"
    },
    {
        "description": "Delta(1232) --> N gamma, absolute value of E_2/M_1 ratio at pole",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$, absolute value of ${{\\mathit E}_{{{2}}}}/{{\\mathit M}_{{{1}}}}$ ratio at pole",
        "pdgId": "B033EMA"
    },
    {
        "description": "Delta(1232) --> N gamma, phase of E_2/M_1 ratio at pole",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$, phase of ${{\\mathit E}_{{{2}}}}/{{\\mathit M}_{{{1}}}}$ ratio at pole",
        "pdgId": "B033EMP"
    },
    {
        "description": "Delta(1232) MAGNETIC MOMENTS",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$ MAGNETIC MOMENTS",
        "pdgId": "B033240"
    },
    {
        "description": "Delta(1232)++ MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{++}}$ MAGNETIC MOMENT",
        "pdgId": "B033MM"
    },
    {
        "description": "Delta(1232)+ MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\Delta}{(1232)}^{+}}$ MAGNETIC MOMENT",
        "pdgId": "B033MM+"
    },
    {
        "description": "Delta(1232) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B033.1"
    },
    {
        "description": "Delta(1232) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B033.3"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B033.4"
    },
    {
        "description": "Delta(1232) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B033.5"
    },
    {
        "description": "Delta(1232) --> p e+ e-",
        "description_tex": "${{\\mathit \\Delta}{(1232)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "B033.6"
    },
    {
        "description": "Delta(1600)",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$",
        "pdgId": "B019"
    },
    {
        "description": "Delta(1600) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ POLE POSITION",
        "pdgId": "B019215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B019RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B019IM"
    },
    {
        "description": "Delta(1600) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B019220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B019RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B019IMR"
    },
    {
        "description": "Delta(1600) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B019240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1600) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B019RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1600) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B019RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1600) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B019A00"
    },
    {
        "description": "Delta(1600) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ BREIT-WIGNER MASS",
        "pdgId": "B019M"
    },
    {
        "description": "Delta(1600) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B019W"
    },
    {
        "description": "G(Delta(1600) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B019R1"
    },
    {
        "description": "G(Delta(1600) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B019R8"
    },
    {
        "description": "G(Delta(1600) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B019R10"
    },
    {
        "description": "G(Delta(1600) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B019R9"
    },
    {
        "description": "Delta(1600) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B019260"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B019PA1"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B019PA2"
    },
    {
        "description": "Delta(1600) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B019235"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B019A1"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B019A2"
    },
    {
        "description": "Delta(1600) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B019.1"
    },
    {
        "description": "Delta(1600) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B019.11"
    },
    {
        "description": "Delta(1600) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B019.22"
    },
    {
        "description": "Delta(1600) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B019.3"
    },
    {
        "description": "Delta(1600) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B019.4"
    },
    {
        "description": "Delta(1600) --> N(1440) pi",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B019.24"
    },
    {
        "description": "Delta(1600) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B019.25"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B019.9"
    },
    {
        "description": "Delta(1600) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B019.10"
    },
    {
        "description": "Delta(1620)",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$",
        "pdgId": "B082"
    },
    {
        "description": "Delta(1620) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ POLE POSITION",
        "pdgId": "B082215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B082RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B082IM"
    },
    {
        "description": "Delta(1620) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B082220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B082RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B082IMR"
    },
    {
        "description": "Delta(1620) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B082240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1620) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B082RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1620) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B082A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1620) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1620)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B082RS2"
    },
    {
        "description": "Delta(1620) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ BREIT-WIGNER MASS",
        "pdgId": "B082M"
    },
    {
        "description": "Delta(1620) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B082W"
    },
    {
        "description": "G(Delta(1620) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R1"
    },
    {
        "description": "G(Delta(1620) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R00"
    },
    {
        "description": "G(Delta(1620) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R8"
    },
    {
        "description": "G(Delta(1620) --> N rho , S=1/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R6"
    },
    {
        "description": "G(Delta(1620) --> N rho , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R7"
    },
    {
        "description": "G(Delta(1620) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B082R9"
    },
    {
        "description": "Delta(1620) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B082260"
    },
    {
        "description": "Delta(1620) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B082PA1"
    },
    {
        "description": "Delta(1620) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B082235"
    },
    {
        "description": "Delta(1620) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B082A1"
    },
    {
        "description": "Delta(1620) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B082.1"
    },
    {
        "description": "Delta(1620) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B082.2"
    },
    {
        "description": "Delta(1620) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B082.3"
    },
    {
        "description": "Delta(1620) --> N rho",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B082.182"
    },
    {
        "description": "Delta(1620) --> N rho, S=1/2, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B082.4"
    },
    {
        "description": "Delta(1620) --> N rho, S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B082.5"
    },
    {
        "description": "Delta(1620) --> N(1440) pi",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B082.6"
    },
    {
        "description": "Delta(1620) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B082.7"
    },
    {
        "description": "Delta(1700)",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$",
        "pdgId": "B010"
    },
    {
        "description": "Delta(1700) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ POLE POSITION",
        "pdgId": "B010215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B010RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B010IM"
    },
    {
        "description": "Delta(1700) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B010220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B010RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B010IMR"
    },
    {
        "description": "Delta(1700) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B010240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> Delta eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\eta}}$",
        "pdgId": "B010RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B010A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B010RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> Delta(1232) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B010RS3"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B010RS4"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1700) --> N(1520) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1700)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B010RS5"
    },
    {
        "description": "Delta(1700) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ BREIT-WIGNER MASS",
        "pdgId": "B010M"
    },
    {
        "description": "Delta(1700) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B010W"
    },
    {
        "description": "G(Delta(1700) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R1"
    },
    {
        "description": "G(Delta(1700) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R00"
    },
    {
        "description": "G(Delta(1700) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R10"
    },
    {
        "description": "G(Delta(1700) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R9"
    },
    {
        "description": "G(Delta(1700) --> N rho , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R8"
    },
    {
        "description": "G(Delta(1700) --> N(1520) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R14"
    },
    {
        "description": "G(Delta(1700) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R11"
    },
    {
        "description": "G(Delta(1700) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B010R12"
    },
    {
        "description": "G(Delta(1700) --> N(1535) pi)/G(Delta(1700) --> Delta(1232) eta)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})$",
        "pdgId": "B010R13"
    },
    {
        "description": "Delta(1700) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B010260"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B010PA1"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B010PA2"
    },
    {
        "description": "Delta(1700) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B010235"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B010A1"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B010A2"
    },
    {
        "description": "Delta(1700) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B010.1"
    },
    {
        "description": "Delta(1700) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B010.3"
    },
    {
        "description": "Delta(1700) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B010.181"
    },
    {
        "description": "Delta(1700) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B010.4"
    },
    {
        "description": "Delta(1700) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B010.5"
    },
    {
        "description": "Delta(1700) --> N rho, S=3/2, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B010.7"
    },
    {
        "description": "Delta(1700) --> N(1520) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B010.11"
    },
    {
        "description": "Delta(1700) --> N(1535) pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B010.186"
    },
    {
        "description": "Delta(1700) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B010.187"
    },
    {
        "description": "Delta(1700) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B010.185"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B010.9"
    },
    {
        "description": "Delta(1700) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B010.10"
    },
    {
        "description": "Delta(1750)",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$",
        "pdgId": "B145"
    },
    {
        "description": "Delta(1750) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$ POLE POSITION",
        "pdgId": "B145230"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B145RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B145IM"
    },
    {
        "description": "Delta(1750) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B145235"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B145RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B145IMR"
    },
    {
        "description": "Delta(1750) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$ BREIT-WIGNER MASS",
        "pdgId": "B145M"
    },
    {
        "description": "Delta(1750) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B145W"
    },
    {
        "description": "G(Delta(1700) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B145R1"
    },
    {
        "description": "G(Delta(1700) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B145R3"
    },
    {
        "description": "G(Delta(1700) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B145R4"
    },
    {
        "description": "Delta(1750) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B145225"
    },
    {
        "description": "Delta(1750) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B145A1"
    },
    {
        "description": "Delta(1700) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B145.1"
    },
    {
        "description": "Delta(1700) --> N(1440) pi",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B145.3"
    },
    {
        "description": "Delta(1700) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(1700)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B145.4"
    },
    {
        "description": "Delta(1900)",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$",
        "pdgId": "B030"
    },
    {
        "description": "Delta(1900) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ POLE POSITION",
        "pdgId": "B030215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B030RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B030IM"
    },
    {
        "description": "Delta(1900) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B030220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B030RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B030IMR"
    },
    {
        "description": "Delta(1900) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B030240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1900) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B030RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1900) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B030RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1900) --> Delta(1232) eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B030RS3"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1900) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B030RS4"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1900) --> N(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B030RS5"
    },
    {
        "description": "Delta(1900) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ BREIT-WIGNER MASS",
        "pdgId": "B030M"
    },
    {
        "description": "Delta(1900) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B030W"
    },
    {
        "description": "G(Delta(1900) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R1"
    },
    {
        "description": "G(Delta(1900) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R7"
    },
    {
        "description": "G(Delta(1900) --> N rho , S=1/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R5"
    },
    {
        "description": "G(Delta(1900) --> N rho , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R6"
    },
    {
        "description": "G(Delta(1900) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R13"
    },
    {
        "description": "G(Delta(1900) --> N(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R14"
    },
    {
        "description": "G(Delta(1900) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B030R01"
    },
    {
        "description": "Delta(1900) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B030260"
    },
    {
        "description": "Delta(1900) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B030PA1"
    },
    {
        "description": "Delta(1900) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B030235"
    },
    {
        "description": "Delta(1900) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B030A1"
    },
    {
        "description": "Delta(1900) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B030.1"
    },
    {
        "description": "Delta(1900) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B030.2"
    },
    {
        "description": "Delta(1900) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B030.6"
    },
    {
        "description": "Delta(1900) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B030.11"
    },
    {
        "description": "Delta(1900) --> N rho",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$",
        "pdgId": "B030.8"
    },
    {
        "description": "Delta(1900) --> N rho, S=1/2, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B030.12"
    },
    {
        "description": "Delta(1900) --> N rho, S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B030.3"
    },
    {
        "description": "Delta(1900) --> N(1440) pi",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B030.14"
    },
    {
        "description": "Delta(1900) --> N(1520) pi",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B030.15"
    },
    {
        "description": "Delta(1900) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B030.13"
    },
    {
        "description": "Delta(1900) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B030.5"
    },
    {
        "description": "Delta(1905)",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$",
        "pdgId": "B011"
    },
    {
        "description": "Delta(1905) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ POLE POSITION",
        "pdgId": "B011215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B011RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B011IM"
    },
    {
        "description": "Delta(1905) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B011220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B011RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B011IMR"
    },
    {
        "description": "Delta(1905) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B011240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1905) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1905)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B011RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1905) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1905)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B011A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1905) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1905)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B011A01"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1905) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1905)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B011RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1905) --> Delta(1232) eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1905)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B011RS3"
    },
    {
        "description": "Delta(1905) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ BREIT-WIGNER MASS",
        "pdgId": "B011M"
    },
    {
        "description": "Delta(1905) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B011W"
    },
    {
        "description": "G(Delta(1905) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R1"
    },
    {
        "description": "G(Delta(1905) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R00"
    },
    {
        "description": "G(Delta(1905) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R8"
    },
    {
        "description": "G(Delta(1905) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R7"
    },
    {
        "description": "G(Delta(1905) --> N rho , S=3/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R6"
    },
    {
        "description": "G(Delta(1905) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R01"
    },
    {
        "description": "G(Delta(1905) --> N(1680) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R03"
    },
    {
        "description": "G(Delta(1905) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B011R02"
    },
    {
        "description": "Delta(1905) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B011260"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B011PA1"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B011PA2"
    },
    {
        "description": "Delta(1905) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B011235"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B011A1"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B011A2"
    },
    {
        "description": "Delta(1905) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B011.1"
    },
    {
        "description": "Delta(1905) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B011.3"
    },
    {
        "description": "Delta(1905) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B011.181"
    },
    {
        "description": "Delta(1905) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B011.4"
    },
    {
        "description": "Delta(1905) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B011.5"
    },
    {
        "description": "Delta(1905) --> N rho, S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B011.7"
    },
    {
        "description": "Delta(1905) --> N(1535) pi",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B011.11"
    },
    {
        "description": "Delta(1905) --> N(1680) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B011.13"
    },
    {
        "description": "Delta(1905) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B011.12"
    },
    {
        "description": "Delta(1905) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B011.185"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B011.9"
    },
    {
        "description": "Delta(1905) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1905)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B011.10"
    },
    {
        "description": "Delta(1910)",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$",
        "pdgId": "B012"
    },
    {
        "description": "Delta(1910) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ POLE POSITION",
        "pdgId": "B012215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B012RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B012IM"
    },
    {
        "description": "Delta(1910) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B012220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B012RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B012IMR"
    },
    {
        "description": "Delta(1910) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B012240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1910) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B012RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1910) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B012RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1910) --> Delta(1232) eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B012RS3"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1910) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B012RS4"
    },
    {
        "description": "Delta(1910) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ BREIT-WIGNER MASS",
        "pdgId": "B012M"
    },
    {
        "description": "Delta(1910) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B012W"
    },
    {
        "description": "G(Delta(1910) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B012R1"
    },
    {
        "description": "G(Delta(1910) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B012R01"
    },
    {
        "description": "G(Delta(1910) --> Delta(1232) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B012R02"
    },
    {
        "description": "G(Delta(1910) --> N(1440) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B012R6"
    },
    {
        "description": "G(Delta(1910) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B012R03"
    },
    {
        "description": "Delta(1910) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B012260"
    },
    {
        "description": "Delta(1910) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B012PA1"
    },
    {
        "description": "Delta(1910) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B012235"
    },
    {
        "description": "Delta(1910) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B012A1"
    },
    {
        "description": "Delta(1910) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B012.1"
    },
    {
        "description": "Delta(1910) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B012.2"
    },
    {
        "description": "Delta(1910) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B012.181"
    },
    {
        "description": "Delta(1910) --> N(1440) pi",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B012.6"
    },
    {
        "description": "Delta(1910) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B012.8"
    },
    {
        "description": "Delta(1910) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B012.7"
    },
    {
        "description": "Delta(1920)",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$",
        "pdgId": "B117"
    },
    {
        "description": "Delta(1920) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ POLE POSITION",
        "pdgId": "B117215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B117RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B117IM"
    },
    {
        "description": "Delta(1920) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B117220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B117RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B117IMR"
    },
    {
        "description": "Delta(1920) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B117240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> Delta eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\eta}}$",
        "pdgId": "B117RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B117RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> Delta pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B117RS3"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B117RS4"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B117RS5"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> N a_0(980)",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "B117RS6"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> N(1440) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$",
        "pdgId": "B117RS7"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1920) --> N(1520) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1920)}}$  $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B117RS8"
    },
    {
        "description": "Delta(1920) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ BREIT-WIGNER MASS",
        "pdgId": "B117M"
    },
    {
        "description": "Delta(1920) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B117W"
    },
    {
        "description": "G(Delta(1920) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R1"
    },
    {
        "description": "G(Delta(1920) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R7"
    },
    {
        "description": "G(Delta(1920) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R5"
    },
    {
        "description": "G(Delta(1920) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R04"
    },
    {
        "description": "G(Delta(1920) --> N(1440) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R6"
    },
    {
        "description": "G(Delta(1920) --> N(1520) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R05"
    },
    {
        "description": "G(Delta(1920) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R01"
    },
    {
        "description": "G(Delta(1920) --> N a_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R02"
    },
    {
        "description": "G(Delta(1920) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B117R03"
    },
    {
        "description": "Delta(1920) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B117260"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B117PA1"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B117PA2"
    },
    {
        "description": "Delta(1920) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B117235"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B117A1"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B117A2"
    },
    {
        "description": "Delta(1920) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B117.1"
    },
    {
        "description": "Delta(1920) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B117.2"
    },
    {
        "description": "Delta(1920) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B117.7"
    },
    {
        "description": "Delta(1920) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B117.14"
    },
    {
        "description": "Delta(1920) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B117.3"
    },
    {
        "description": "Delta(1920) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B117.11"
    },
    {
        "description": "Delta(1920) --> N(1440) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1440)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B117.4"
    },
    {
        "description": "Delta(1920) --> N(1520) pi, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B117.13"
    },
    {
        "description": "Delta(1920) --> N(1535) pi",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B117.8"
    },
    {
        "description": "Delta(1920) --> N a_0(980)",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "B117.9"
    },
    {
        "description": "Delta(1920) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B117.10"
    },
    {
        "description": "Delta(1920) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B117.12"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B117.5"
    },
    {
        "description": "Delta(1920) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1920)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B117.6"
    },
    {
        "description": "Delta(1930)",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$",
        "pdgId": "B013"
    },
    {
        "description": "Delta(1930) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ POLE POSITION",
        "pdgId": "B013215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B013RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B013IM"
    },
    {
        "description": "Delta(1930) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B013220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B013RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B013IMR"
    },
    {
        "description": "Delta(1930) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B013240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1930) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1930)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B013A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1930) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1930)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B013A01"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1930) --> Delta pi, G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1930)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B013A02"
    },
    {
        "description": "Delta(1930) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ BREIT-WIGNER MASS",
        "pdgId": "B013M"
    },
    {
        "description": "Delta(1930) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B013W"
    },
    {
        "description": "G(Delta(1930) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B013R1"
    },
    {
        "description": "Delta(1930) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B013260"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B013PA1"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B013PA2"
    },
    {
        "description": "Delta(1930) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B013235"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B013A1"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B013A2"
    },
    {
        "description": "Delta(1930) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B013.1"
    },
    {
        "description": "Delta(1930) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B013.184"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B013.4"
    },
    {
        "description": "Delta(1930) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1930)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B013.5"
    },
    {
        "description": "Delta(1940)",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$",
        "pdgId": "B136"
    },
    {
        "description": "Delta(1940) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ POLE POSITION",
        "pdgId": "B136215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B136RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B136IM"
    },
    {
        "description": "Delta(1940) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B136220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B136RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B136IMR"
    },
    {
        "description": "Delta(1940) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B136240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1940) --> Delta(1232) eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1940)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B136RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1940) --> N(1535) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1940)}}$  $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B136RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1940) --> Delta(1232) pi, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1940)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B136RS3"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1940) --> Delta(1232) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1940)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B136RS4"
    },
    {
        "description": "Delta(1940) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ BREIT-WIGNER MASS",
        "pdgId": "B136M"
    },
    {
        "description": "Delta(1940) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B136W"
    },
    {
        "description": "G(Delta(1940) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R1"
    },
    {
        "description": "G(Delta(1940) --> Delta(1232) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R04"
    },
    {
        "description": "G(Delta(1940) --> Delta(1232) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R05"
    },
    {
        "description": "G(Delta(1940) --> N rho   ,  S=3/2  ,  S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R00"
    },
    {
        "description": "G(Delta(1940) --> N(1535) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R01"
    },
    {
        "description": "G(Delta(1940) --> N a_0(980))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R02"
    },
    {
        "description": "G(Delta(1940) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B136R03"
    },
    {
        "description": "Delta(1940) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B136260"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B136PA1"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B136PA2"
    },
    {
        "description": "Delta(1940) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B136235"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B136A1"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B136A2"
    },
    {
        "description": "Delta(1940) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B136.1"
    },
    {
        "description": "Delta(1940) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B136.5"
    },
    {
        "description": "Delta(1940) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B136.17"
    },
    {
        "description": "Delta(1940) --> Delta(1232) pi, S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B136.11"
    },
    {
        "description": "Delta(1940) --> Delta(1232) pi, D-wave",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B136.12"
    },
    {
        "description": "Delta(1940) --> N rho  , S=3/2 , S-wave",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B136.19"
    },
    {
        "description": "Delta(1940) --> N(1535) pi",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}{(1535)}}{{\\mathit \\pi}}$",
        "pdgId": "B136.14"
    },
    {
        "description": "Delta(1940) --> N a_0(980)",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit a}_{{{0}}}{(980)}}$",
        "pdgId": "B136.15"
    },
    {
        "description": "Delta(1940) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B136.16"
    },
    {
        "description": "Delta(1940) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B136.6"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B136.2"
    },
    {
        "description": "Delta(1940) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1940)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B136.3"
    },
    {
        "description": "Delta(1950)",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$",
        "pdgId": "B083"
    },
    {
        "description": "Delta(1950) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ POLE POSITION",
        "pdgId": "B083215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B083RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B083IM"
    },
    {
        "description": "Delta(1950) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B083220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B083RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B083IMR"
    },
    {
        "description": "Delta(1950) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B083240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1950) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B083RS1"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1950) --> Delta pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B083RS2"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1950) --> Delta pi, H-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit H}{\\mathrm -wave}$",
        "pdgId": "B083A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(1950) --> Delta(1232) eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1950)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B083RS3"
    },
    {
        "description": "Delta(1950) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ BREIT-WIGNER MASS",
        "pdgId": "B083M"
    },
    {
        "description": "Delta(1950) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B083W"
    },
    {
        "description": "G(Delta(1950) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R1"
    },
    {
        "description": "G(Delta(1950) --> N pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R00"
    },
    {
        "description": "G(Delta(1950) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R01"
    },
    {
        "description": "G(Delta(1950) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R6"
    },
    {
        "description": "G(Delta(1950) --> N(1680) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R03"
    },
    {
        "description": "G(Delta(1950) --> Delta(1232) eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B083R02"
    },
    {
        "description": "Delta(1950) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B083260"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B083PA1"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B083PA2"
    },
    {
        "description": "Delta(1950) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B083235"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B083A1"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B083A2"
    },
    {
        "description": "Delta(1950) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B083.1"
    },
    {
        "description": "Delta(1950) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B083.2"
    },
    {
        "description": "Delta(1950) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B083.171"
    },
    {
        "description": "Delta(1950) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B083.3"
    },
    {
        "description": "Delta(1950) --> N(1680) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}{(1680)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B083.11"
    },
    {
        "description": "Delta(1950) --> Delta(1232) eta",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\eta}}$",
        "pdgId": "B083.10"
    },
    {
        "description": "Delta(1950) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B083.185"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B083.8"
    },
    {
        "description": "Delta(1950) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(1950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B083.9"
    },
    {
        "description": "Delta(2000)",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$",
        "pdgId": "B139"
    },
    {
        "description": "Delta(2000) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$ POLE POSITION",
        "pdgId": "B139215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B139RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B139IM"
    },
    {
        "description": "Delta(2000) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B139220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B139RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B139IMR"
    },
    {
        "description": "Delta(2000) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$ BREIT-WIGNER MASS",
        "pdgId": "B139M"
    },
    {
        "description": "Delta(2000) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B139W"
    },
    {
        "description": "G(Delta(2000) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B139R2"
    },
    {
        "description": "G(Delta(2000) --> Delta(1232) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B139R5"
    },
    {
        "description": "G(Delta(2000) --> Delta(1232) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B139R6"
    },
    {
        "description": "G(Delta(2000) --> N rho , S=3/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B139R7"
    },
    {
        "description": "Delta(2000) BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$ BREIT-WIGNER PHOTON DECAY AMPLITUDES",
        "pdgId": "B139235"
    },
    {
        "description": "Delta(2000) --> p gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B139A01"
    },
    {
        "description": "Delta(2000) --> p gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B139A02"
    },
    {
        "description": "Delta(2000) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B139.1"
    },
    {
        "description": "Delta(2000) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B139.3"
    },
    {
        "description": "Delta(2000) --> Delta(1232) pi",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$",
        "pdgId": "B139.7"
    },
    {
        "description": "Delta(2000) --> Delta(1232) pi, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B139.11"
    },
    {
        "description": "Delta(2000) --> Delta(1232) pi, F-wave",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B139.12"
    },
    {
        "description": "Delta(2000) --> N rho, S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\rho}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B139.2"
    },
    {
        "description": "Delta(2000) --> N gamma",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$",
        "pdgId": "B139.4"
    },
    {
        "description": "Delta(2000) --> N gamma, helicity=1/2",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=1/2",
        "pdgId": "B139.5"
    },
    {
        "description": "Delta(2000) --> N gamma, helicity=3/2",
        "description_tex": "${{\\mathit \\Delta}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$  ,  helicity=3/2",
        "pdgId": "B139.6"
    },
    {
        "description": "Delta(2150)",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$",
        "pdgId": "B137"
    },
    {
        "description": "Delta(2150) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$ POLE POSITION",
        "pdgId": "B137215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B137RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B137IM"
    },
    {
        "description": "Delta(2150) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B137220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B137RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B137IMR"
    },
    {
        "description": "Delta(2150) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$ BREIT-WIGNER MASS",
        "pdgId": "B137M"
    },
    {
        "description": "Delta(2150) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B137W"
    },
    {
        "description": "G(Delta(2150) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2150)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B137R1"
    },
    {
        "description": "Delta(2150) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2150)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B137.1"
    },
    {
        "description": "Delta(2200)",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$",
        "pdgId": "B135"
    },
    {
        "description": "Delta(2200) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ POLE POSITION",
        "pdgId": "B135215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B135RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B135IM"
    },
    {
        "description": "Delta(2200) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B135220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B135RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B135IMR"
    },
    {
        "description": "Delta(2200) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B135240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2200) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B135A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2200) --> Delta pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B135A01"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2200) --> Delta pi, G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2200)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B135A02"
    },
    {
        "description": "Delta(2200) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ BREIT-WIGNER MASS",
        "pdgId": "B135M"
    },
    {
        "description": "Delta(2200) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B135W"
    },
    {
        "description": "G(Delta(2200) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B135R1"
    },
    {
        "description": "G(Delta(2200) --> Sigma K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B135R00"
    },
    {
        "description": "G(Delta(2200) --> Delta pi   ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B135R01"
    },
    {
        "description": "G(Delta(2200) --> Delta pi   ,  G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B135R02"
    },
    {
        "description": "G(Delta(2200) --> Delta eta   ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\eta}}$   ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B135R03"
    },
    {
        "description": "Delta(2200) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B135260"
    },
    {
        "description": "Delta(2200) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B135PA1"
    },
    {
        "description": "Delta(2200) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B135PA2"
    },
    {
        "description": "Delta(2200) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B135.1"
    },
    {
        "description": "Delta(2200) --> Sigma K",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B135.3"
    },
    {
        "description": "Delta(2200) --> N pi pi",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B135.7"
    },
    {
        "description": "Delta(2200) --> Delta pi",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$",
        "pdgId": "B135.8"
    },
    {
        "description": "Delta(2200) --> Delta pi  , D-wave",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B135.4"
    },
    {
        "description": "Delta(2200) --> Delta pi  , G-wave",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B135.5"
    },
    {
        "description": "Delta(2200) --> Delta eta",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\eta}}$",
        "pdgId": "B135.9"
    },
    {
        "description": "Delta(2200) --> Delta eta  , D-wave",
        "description_tex": "${{\\mathit \\Delta}{(2200)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\eta}}$   ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B135.6"
    },
    {
        "description": "Delta(2300)",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$",
        "pdgId": "B123"
    },
    {
        "description": "Delta(2300) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$ POLE POSITION",
        "pdgId": "B123215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B123RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B123IM"
    },
    {
        "description": "Delta(2300) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B123220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B123RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B123IMR"
    },
    {
        "description": "Delta(2300) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$ BREIT-WIGNER MASS",
        "pdgId": "B123M"
    },
    {
        "description": "Delta(2300) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B123W"
    },
    {
        "description": "G(Delta(2300) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2300)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B123R1"
    },
    {
        "description": "Delta(2300) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2300)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B123.1"
    },
    {
        "description": "Delta(2350)",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$",
        "pdgId": "B134"
    },
    {
        "description": "Delta(2350) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$ POLE POSITION",
        "pdgId": "B134215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B134RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B134IM"
    },
    {
        "description": "Delta(2350) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B134220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B134RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B134IMR"
    },
    {
        "description": "Delta(2350) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$ BREIT-WIGNER MASS",
        "pdgId": "B134M"
    },
    {
        "description": "Delta(2350) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B134W"
    },
    {
        "description": "G(Delta(2350) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2350)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B134R1"
    },
    {
        "description": "Delta(2350) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2350)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B134.1"
    },
    {
        "description": "Delta(2390)",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$",
        "pdgId": "B133"
    },
    {
        "description": "Delta(2390) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$ POLE POSITION",
        "pdgId": "B133215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B133RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B133IM"
    },
    {
        "description": "Delta(2390) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B133220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B133RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B133IMR"
    },
    {
        "description": "Delta(2390) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$ BREIT-WIGNER MASS",
        "pdgId": "B133M"
    },
    {
        "description": "Delta(2390) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B133W"
    },
    {
        "description": "G(Delta(2390) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2390)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B133R1"
    },
    {
        "description": "Delta(2390) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2390)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B133.1"
    },
    {
        "description": "Delta(2400)",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$",
        "pdgId": "B124"
    },
    {
        "description": "Delta(2400) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ POLE POSITION",
        "pdgId": "B124215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B124RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B124IM"
    },
    {
        "description": "Delta(2400) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B124220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B124RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B124IMR"
    },
    {
        "description": "Delta(2400) INELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ INELASTIC POLE RESIDUE",
        "pdgId": "B124240"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2400) --> Sigma K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2400)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit K}}$",
        "pdgId": "B124A00"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2400) --> Delta pi, G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2400)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B124A01"
    },
    {
        "description": "Normalized residue in N pi --> Delta(2400) --> Delta pi, I-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\mathit \\pi}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(2400)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\mathit \\pi}}$, ${\\mathit I}{\\mathrm -wave}$",
        "pdgId": "B124A02"
    },
    {
        "description": "Delta(2400) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ BREIT-WIGNER MASS",
        "pdgId": "B124M"
    },
    {
        "description": "Delta(2400) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B124W"
    },
    {
        "description": "G(Delta(2400) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2400)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B124R1"
    },
    {
        "description": "Delta(2400) PHOTON DECAY AMPLITUDES AT THE POLE",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$ PHOTON DECAY AMPLITUDES AT THE POLE",
        "pdgId": "B124260"
    },
    {
        "description": "Delta(2400) --> N gamma, helicity-1/2 amplitude A_1/2",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-1/2 amplitude A$_{1/2}$",
        "pdgId": "B124PA1"
    },
    {
        "description": "Delta(2400) --> N gamma, helicity-3/2 amplitude A_3/2",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\gamma}}$ , helicity-3/2 amplitude A$_{3/2}$",
        "pdgId": "B124PA2"
    },
    {
        "description": "Delta(2400) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2400)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B124.1"
    },
    {
        "description": "Delta(2420)",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$",
        "pdgId": "B084"
    },
    {
        "description": "Delta(2420) POLE POSITION",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$ POLE POSITION",
        "pdgId": "B084215"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B084RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B084IM"
    },
    {
        "description": "Delta(2420) ELASTIC POLE RESIDUE",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$ ELASTIC POLE RESIDUE",
        "pdgId": "B084220"
    },
    {
        "description": "MODULUS |r|",
        "description_tex": "MODULUS $\\vert \\mathit r\\vert $",
        "pdgId": "B084RER"
    },
    {
        "description": "PHASE theta",
        "description_tex": "PHASE $\\theta $",
        "pdgId": "B084IMR"
    },
    {
        "description": "Delta(2420) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$ BREIT-WIGNER MASS",
        "pdgId": "B084M"
    },
    {
        "description": "Delta(2420) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B084W"
    },
    {
        "description": "G(Delta(2420) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2420)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B084R1"
    },
    {
        "description": "Delta(2420) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2420)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B084.1"
    },
    {
        "description": "Delta(2750)",
        "description_tex": "${{\\mathit \\Delta}{(2750)}}$",
        "pdgId": "B125"
    },
    {
        "description": "Delta(2750) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2750)}}$ BREIT-WIGNER MASS",
        "pdgId": "B125M"
    },
    {
        "description": "Delta(2750) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2750)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B125W"
    },
    {
        "description": "G(Delta(2750) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B125R1"
    },
    {
        "description": "Delta(2750) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B125.1"
    },
    {
        "description": "Delta(2950)",
        "description_tex": "${{\\mathit \\Delta}{(2950)}}$",
        "pdgId": "B126"
    },
    {
        "description": "Delta(2950) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(2950)}}$ BREIT-WIGNER MASS",
        "pdgId": "B126M"
    },
    {
        "description": "Delta(2950) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(2950)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B126W"
    },
    {
        "description": "G(Delta(2950) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(2950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B126R1"
    },
    {
        "description": "Delta(2950) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(2950)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B126.1"
    },
    {
        "description": "Delta(~3000)",
        "description_tex": "${{\\mathit \\Delta}{(\\sim3000)}}$",
        "pdgId": "B127"
    },
    {
        "description": "Delta(~3000) BREIT-WIGNER MASS",
        "description_tex": "${{\\mathit \\Delta}{(\\sim3000)}}$ BREIT-WIGNER MASS",
        "pdgId": "B127M"
    },
    {
        "description": "Delta(~3000) BREIT-WIGNER WIDTH",
        "description_tex": "${{\\mathit \\Delta}{(\\sim3000)}}$ BREIT-WIGNER WIDTH",
        "pdgId": "B127W"
    },
    {
        "description": "G(Delta(~3000) --> N pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Delta}{(\\sim3000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B127R1"
    },
    {
        "description": "Delta(~3000) --> N pi",
        "description_tex": "${{\\mathit \\Delta}{(\\sim3000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}}$",
        "pdgId": "B127.1"
    },
    {
        "description": "Lambda",
        "description_tex": "${{\\mathit \\Lambda}}$",
        "pdgId": "S018"
    },
    {
        "description": "Lambda MASS",
        "description_tex": "${{\\mathit \\Lambda}}$ MASS",
        "pdgId": "S018M"
    },
    {
        "description": "(mass(Lambda)-mass(Lambdabar)) / mass(Lambda)",
        "description_tex": "(${\\mathit m}_{{{\\mathit \\Lambda}}}-{\\mathit m}_{{{\\overline{\\mathit \\Lambda}}}}$) $/$ ${\\mathit m}_{{{\\mathit \\Lambda}}}$",
        "pdgId": "S018DM"
    },
    {
        "description": "Lambda MEAN LIFE",
        "description_tex": "${{\\mathit \\Lambda}}$ MEAN LIFE",
        "pdgId": "S018T"
    },
    {
        "description": "(meanlife(Lambda)-meanlife(Lambdabar)) / meanlife(Lambda)",
        "description_tex": "(${\\mathit \\tau}_{{{\\mathit \\Lambda}}}-{\\mathit \\tau}_{{{\\overline{\\mathit \\Lambda}}}}$) / ${\\mathit \\tau}_{{{\\mathit \\Lambda}}}$",
        "pdgId": "S018DT"
    },
    {
        "description": "Lambda MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\Lambda}}$ MAGNETIC MOMENT",
        "pdgId": "S018MM"
    },
    {
        "description": "Lambda ELECTRIC DIPOLE MOMENT",
        "description_tex": "${{\\mathit \\Lambda}}$ ELECTRIC DIPOLE MOMENT",
        "pdgId": "S018EDM"
    },
    {
        "description": "G(Lambda --> p pi-)/G(Lambda --> N pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})$",
        "pdgId": "S018R1"
    },
    {
        "description": "G(Lambda --> n pi0)/G(Lambda --> N pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{0}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})$",
        "pdgId": "S018R2"
    },
    {
        "description": "G(Lambda --> n gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R8"
    },
    {
        "description": "G(Lambda --> n gamma)/G(Lambda --> n pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S018R7"
    },
    {
        "description": "G(Lambda --> p pi- gamma)/G(Lambda --> p pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S018R6"
    },
    {
        "description": "G(Lambda --> p e- nubar_e)/G(Lambda --> p pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S018R5"
    },
    {
        "description": "G(Lambda --> p mu- nubar_mu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R00"
    },
    {
        "description": "G(Lambda --> p mu- nubar_mu)/G(Lambda --> N pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})$",
        "pdgId": "S018R4"
    },
    {
        "description": "G(Lambda --> pi+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R07"
    },
    {
        "description": "G(Lambda --> pi+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R08"
    },
    {
        "description": "G(Lambda --> pi- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R09"
    },
    {
        "description": "G(Lambda --> pi- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R10"
    },
    {
        "description": "G(Lambda --> K+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R11"
    },
    {
        "description": "G(Lambda --> K+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R12"
    },
    {
        "description": "G(Lambda --> K- e+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R13"
    },
    {
        "description": "G(Lambda --> K- mu+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R14"
    },
    {
        "description": "G(Lambda --> K0S nu)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R15"
    },
    {
        "description": "G(Lambda --> pbar pi+)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R16"
    },
    {
        "description": "G(Lambda --> invisible)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}}$   $\\rightarrow$   invisible$)/\\Gamma_{\\text{total}}$",
        "pdgId": "S018R01"
    },
    {
        "description": "Lambda CP-violating decay-rate asymmetries",
        "description_tex": "${{\\mathit \\Lambda}}$ $\\mathit CP$-violating decay-rate asymmetries",
        "pdgId": "S018260"
    },
    {
        "description": "A(CP)(p mu- nubar_mu) in Lambda --> p mu- nubar_mu, Lambdabar --> pbar mu+ nu_mu",
        "description_tex": "$\\mathit A_{CP}({{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$) in ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S018B01"
    },
    {
        "description": "Limit on Lambdabar Lambda oscillations",
        "description_tex": "Limit on ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\Lambda}}$ oscillations",
        "pdgId": "S018A05"
    },
    {
        "description": "Lambda DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\Lambda}}$ DECAY PARAMETERS",
        "pdgId": "S018245"
    },
    {
        "description": "alpha(-) FOR Lambda --> p pi-",
        "description_tex": "$\\alpha _{&minus;}$ FOR ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S018A-"
    },
    {
        "description": "alpha(+) FOR Lambdabar --> pbar pi+",
        "description_tex": "$\\alpha _{+}$ FOR ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018A+"
    },
    {
        "description": "alphabar_0 FOR Lambdabar --> nbar pi0",
        "description_tex": "${{\\overline{\\mathit \\alpha}}_{{{0}}}}$ FOR ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S018A00"
    },
    {
        "description": "alpha_0 FOR Lambda --> n pi0",
        "description_tex": "${{\\mathit \\alpha}_{{{0}}}}$ FOR ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S018A06"
    },
    {
        "description": "alpha(gamma) FOR Lambda --> n gamma",
        "description_tex": "$\\alpha _{{{\\mathit \\gamma}}}$ FOR ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "S018A04"
    },
    {
        "description": "phi ANGLE FOR Lambda --> p pi-  (tan(phi) = beta / gamma)",
        "description_tex": "$\\phi $ ANGLE FOR ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$  (tan$\\phi $ = $\\beta $ / $\\gamma $)",
        "pdgId": "S018F-"
    },
    {
        "description": "alpha(0) / alpha(-) = alpha(Lambda --> n pi0) / alpha(Lambda --> p pi-)",
        "description_tex": "$\\alpha _{0}$ / $\\alpha _{&minus;}$ = $\\alpha\\mathrm {({{\\mathit \\Lambda}}   \\rightarrow   {{\\mathit n}} {{\\mathit \\pi}^{0}})}$ / $\\alpha\\mathrm {({{\\mathit \\Lambda}}   \\rightarrow   {{\\mathit p}} {{\\mathit \\pi}^{-}})}$",
        "pdgId": "S018A0"
    },
    {
        "description": "alphabar_0 / alpha_+ in Lambdabar --> nbar pi0, Lambdabar --> pbar pi+",
        "description_tex": "${{\\overline{\\mathit \\alpha}}_{{{0}}}}$ / ${{\\mathit \\alpha}_{{{+}}}}$ in ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit \\pi}^{0}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018A1"
    },
    {
        "description": "(alpha_- + alpha_+)/(alpha_--alpha_+) in Lambda --> p pi-, Lambdabar --> pbar pi+",
        "description_tex": "(${{\\mathit \\alpha}_{{{-}}}}$ + ${{\\mathit \\alpha}_{{{+}}}})/({{\\mathit \\alpha}_{{{-}}}}&minus;{{\\mathit \\alpha}_{{{+}}}}$) in ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018AL"
    },
    {
        "description": "(alpha_0 + alphabar_0)/(alpha_0-alphabar_0) in Lambda --> n pi0, Lambdabar --> nbar pi0",
        "description_tex": "(${{\\mathit \\alpha}_{{{0}}}}$ + ${{\\overline{\\mathit \\alpha}}_{{{0}}}})/({{\\mathit \\alpha}_{{{0}}}}&minus;{{\\overline{\\mathit \\alpha}}_{{{0}}}}$) in ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{0}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S018A07"
    },
    {
        "description": "R = |G(E)/G(M)| in Lambda --> p pi-, Lambdabar --> pbar pi+",
        "description_tex": "R = $\\vert G_{E}/G_{M}\\vert $ in ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018A02"
    },
    {
        "description": "DeltaPhi = Phi(E) - Phi(M) in Lambda --> p pi-, Lambdabar --> pbar pi+",
        "description_tex": "$\\Delta \\Phi $ = $\\Phi _{E}$ $&minus;$ $\\Phi _{M}$ in ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$, ${{\\overline{\\mathit \\Lambda}}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018A03"
    },
    {
        "description": "electron g-factor(A) / electron g-factor(V) FOR Lambda --> p e- nubar_e",
        "description_tex": "${\\mathit g}_{{{\\mathit A}}}$ / ${\\mathit g}_{{{\\mathit V}}}$ FOR ${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S018AV"
    },
    {
        "description": "Lambda --> p pi-",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S018.1"
    },
    {
        "description": "Lambda --> n pi0",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S018.2"
    },
    {
        "description": "Lambda --> n gamma",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\gamma}}$",
        "pdgId": "S018.6"
    },
    {
        "description": "Lambda --> p pi- gamma",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S018.5"
    },
    {
        "description": "Lambda --> p e- nubar_e",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S018.4"
    },
    {
        "description": "Lambda --> p mu- nubar_mu",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S018.3"
    },
    {
        "description": "Lambda --> pi+ e-",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S018.7"
    },
    {
        "description": "Lambda --> pi+ mu-",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S018.8"
    },
    {
        "description": "Lambda --> pi- e+",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S018.9"
    },
    {
        "description": "Lambda --> pi- mu+",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit \\pi}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S018.10"
    },
    {
        "description": "Lambda --> K+ e-",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S018.11"
    },
    {
        "description": "Lambda --> K+ mu-",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S018.12"
    },
    {
        "description": "Lambda --> K- e+",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit e}^{+}}$",
        "pdgId": "S018.13"
    },
    {
        "description": "Lambda --> K- mu+",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}^{-}}{{\\mathit \\mu}^{+}}$",
        "pdgId": "S018.14"
    },
    {
        "description": "Lambda --> K0S nu",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\mathit K}_S^0}$  ${{\\mathit \\nu}}$",
        "pdgId": "S018.15"
    },
    {
        "description": "Lambda --> pbar pi+",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S018.16"
    },
    {
        "description": "Lambda --> invisible",
        "description_tex": "${{\\mathit \\Lambda}}$   $\\rightarrow$   invisible",
        "pdgId": "S018.103"
    },
    {
        "description": "Lambda's and Sigma's",
        "description_tex": "${{\\mathit \\Lambda}}$'s and ${{\\mathit \\Sigma}}$'s",
        "pdgId": "B818"
    },
    {
        "description": "Lambda(1380)",
        "description_tex": "${{\\mathit \\Lambda}{(1380)}}$",
        "pdgId": "B189"
    },
    {
        "description": "Lambda(1380) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1380)}}$ POLE POSITION",
        "pdgId": "B189225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B189RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B189IM"
    },
    {
        "description": "Lambda(1405)",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$",
        "pdgId": "B037"
    },
    {
        "description": "Lambda(1405) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$ POLE POSITION",
        "pdgId": "B037225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B037RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B037IM"
    },
    {
        "description": "Lambda(1405) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$ MASS",
        "pdgId": "B037205"
    },
    {
        "description": "PRODUCTION EXPERIMENTS",
        "description_tex": "PRODUCTION EXPERIMENTS",
        "pdgId": "B037M1"
    },
    {
        "description": "EXTRAPOLATIONS BELOW N Kbar THRESHOLD",
        "description_tex": "EXTRAPOLATIONS BELOW ${{\\mathit N}}{{\\overline{\\mathit K}}}$ THRESHOLD",
        "pdgId": "B037M2"
    },
    {
        "description": "Lambda(1405) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$ WIDTH",
        "pdgId": "B037210"
    },
    {
        "description": "PRODUCTION EXPERIMENTS",
        "description_tex": "PRODUCTION EXPERIMENTS",
        "pdgId": "B037W1"
    },
    {
        "description": "EXTRAPOLATIONS BELOW N Kbar THRESHOLD",
        "description_tex": "EXTRAPOLATIONS BELOW ${{\\mathit N}}{{\\overline{\\mathit K}}}$ THRESHOLD",
        "pdgId": "B037W2"
    },
    {
        "description": "G(Lambda(1405) --> Lambda gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}})$",
        "pdgId": "B037G1"
    },
    {
        "description": "G(Lambda(1405) --> Sigma0 gamma)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit \\gamma}})$",
        "pdgId": "B037G2"
    },
    {
        "description": "G(Lambda(1405) --> N Kbar)/G(Lambda(1405) --> Sigma pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma({{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})$",
        "pdgId": "B037R1"
    },
    {
        "description": "Lambda(1405) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B037.1"
    },
    {
        "description": "Lambda(1405) --> Lambda gamma",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$",
        "pdgId": "B037.3"
    },
    {
        "description": "Lambda(1405) --> Sigma0 gamma",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "B037.4"
    },
    {
        "description": "Lambda(1405) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1405)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B037.2"
    },
    {
        "description": "Lambda(1520)",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$",
        "pdgId": "B038"
    },
    {
        "description": "Lambda(1520) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$ POLE POSITION",
        "pdgId": "B038225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B038RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B038IM"
    },
    {
        "description": "Lambda(1520) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$ POLE RESIDUES",
        "pdgId": "B038250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1520) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B038A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1520) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B038A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1520) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B038A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1520) --> Sigma(1385) pi  , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B038A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1520) --> Sigma(1385) pi  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B038A03"
    },
    {
        "description": "Lambda(1520) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$ MASS",
        "pdgId": "B038M"
    },
    {
        "description": "Lambda(1520) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$ WIDTH",
        "pdgId": "B038W"
    },
    {
        "description": "G(Lambda(1520) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R6"
    },
    {
        "description": "G(Lambda(1520) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R7"
    },
    {
        "description": "G(Lambda(1520) --> Sigma pi)/G(Lambda(1520) --> N Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})$",
        "pdgId": "B038R1"
    },
    {
        "description": "G(Lambda(1520) --> Lambda pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R11"
    },
    {
        "description": "G(Lambda(1520) --> Lambda pi pi)/G(Lambda(1520) --> N Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})$",
        "pdgId": "B038R2"
    },
    {
        "description": "G(Lambda(1520) --> Sigma pi)/G(Lambda(1520) --> Lambda pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "B038R3"
    },
    {
        "description": "G(Lambda(1520) --> Sigma(1385) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R00"
    },
    {
        "description": "G(Lambda(1520) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R01"
    },
    {
        "description": "G(Lambda(1520) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R10"
    },
    {
        "description": "G(Lambda(1520) --> Sigma(1385) pi (Lambda pi pi))/G(Lambda(1520) --> Lambda pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ ( ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ )$)/\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "B038R9"
    },
    {
        "description": "G(Lambda(1520) --> Lambda (pi pi)_Swave)/G(Lambda(1520) --> Lambda pi pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}})/\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})$",
        "pdgId": "B038R12"
    },
    {
        "description": "G(Lambda(1520) --> Sigma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R8"
    },
    {
        "description": "G(Lambda(1520) --> Lambda gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R4"
    },
    {
        "description": "G(Lambda(1520) --> Sigma0 gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B038R5"
    },
    {
        "description": "Lambda(1520) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B038.1"
    },
    {
        "description": "Lambda(1520) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B038.2"
    },
    {
        "description": "Lambda(1520) --> Lambda pi pi",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B038.3"
    },
    {
        "description": "Lambda(1520) --> Sigma(1385) pi, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B038.11"
    },
    {
        "description": "Lambda(1520) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B038.12"
    },
    {
        "description": "Lambda(1520) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B038.7"
    },
    {
        "description": "Lambda(1520) --> Sigma(1385) pi (--> Lambda pi pi)",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ ( ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$ )",
        "pdgId": "B038.8"
    },
    {
        "description": "Lambda(1520) --> Lambda (pi pi)_{S-wave}",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{({\\mathit \\pi}{\\mathit \\pi})_{{{\\mathit S}-{\\text{wave}}}}}$",
        "pdgId": "B038.9"
    },
    {
        "description": "Lambda(1520) --> Sigma pi pi",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B038.6"
    },
    {
        "description": "Lambda(1520) --> Lambda gamma",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$",
        "pdgId": "B038.4"
    },
    {
        "description": "Lambda(1520) --> Sigma0 gamma",
        "description_tex": "${{\\mathit \\Lambda}{(1520)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{0}}{{\\mathit \\gamma}}$",
        "pdgId": "B038.5"
    },
    {
        "description": "Lambda(1600)",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$",
        "pdgId": "B101"
    },
    {
        "description": "Lambda(1600) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$ POLE POSITION",
        "pdgId": "B101225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B101RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B101IM"
    },
    {
        "description": "Lambda(1600) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$ POLE RESIDUES",
        "pdgId": "B101250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B101A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B101A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B101A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> Lambda sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B101A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B101A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> N Kbar*(892), S=1/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B101A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1600) --> N Kbar*(892), S=3/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B101A04"
    },
    {
        "description": "Lambda(1600) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$ MASS",
        "pdgId": "B101M"
    },
    {
        "description": "Lambda(1600) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$ WIDTH",
        "pdgId": "B101W"
    },
    {
        "description": "G(Lambda(1600) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B101R1"
    },
    {
        "description": "G(Lambda(1600) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B101R00"
    },
    {
        "description": "G(Lambda(1600) --> Lambda sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B101R02"
    },
    {
        "description": "G(Lambda(1600) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B101R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1600) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1600)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B101R2"
    },
    {
        "description": "Lambda(1600) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B101.1"
    },
    {
        "description": "Lambda(1600) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B101.2"
    },
    {
        "description": "Lambda(1600) --> Lambda sigma",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B101.5"
    },
    {
        "description": "Lambda(1600) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1600)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B101.3"
    },
    {
        "description": "Lambda(1670)",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$",
        "pdgId": "B040"
    },
    {
        "description": "Lambda(1670) POLE POSITIONS",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$ POLE POSITIONS",
        "pdgId": "B040225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B040RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B040IM"
    },
    {
        "description": "Lambda(1670) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$ POLE RESIDUES",
        "pdgId": "B040250"
    },
    {
        "description": "Normalized residue in Kbar N --> Lambda(1670) --> Kbar N",
        "description_tex": "Normalized residue in ${{\\overline{\\mathit K}}}$  ${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\overline{\\mathit K}}}{{\\mathit N}}$",
        "pdgId": "B040A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B040A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B040A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B040A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Lambda omega, S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B040A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Lambda omega, S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B040A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> N Kbar*(892), S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B040A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B040A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Lambda sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B040A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1670) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B040A04"
    },
    {
        "description": "Lambda(1670) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$ MASS",
        "pdgId": "B040M"
    },
    {
        "description": "Lambda(1670) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$ WIDTH",
        "pdgId": "B040W"
    },
    {
        "description": "G(Lambda(1670) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R1"
    },
    {
        "description": "G(Lambda(1670) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R5"
    },
    {
        "description": "G(Lambda(1670) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R8"
    },
    {
        "description": "G(Lambda(1670) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R01"
    },
    {
        "description": "G(Lambda(1670) --> Lambda sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R02"
    },
    {
        "description": "G(Lambda(1670) --> N Kbar*(892) , S=1/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R00"
    },
    {
        "description": "G(Lambda(1670) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B040R05"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1670) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B040R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1670) --> Lambda eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B040R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1670) --> Sigma(1385) pi , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B040R4"
    },
    {
        "description": "Lambda(1670) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B040.1"
    },
    {
        "description": "Lambda(1670) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B040.3"
    },
    {
        "description": "Lambda(1670) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B040.2"
    },
    {
        "description": "Lambda(1670) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B040.4"
    },
    {
        "description": "Lambda(1670) --> N Kbar^*(892), S=1/2, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B040.6"
    },
    {
        "description": "Lambda(1670) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B040.5"
    },
    {
        "description": "Lambda(1670) --> Lambda sigma",
        "description_tex": "${{\\mathit \\Lambda}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B040.10"
    },
    {
        "description": "Lambda(1690)",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$",
        "pdgId": "B055"
    },
    {
        "description": "Lambda(1690) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$ POLE POSITION",
        "pdgId": "B055225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B055RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B055IM"
    },
    {
        "description": "Lambda(1690) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$ POLE RESIDUES",
        "pdgId": "B055250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B055A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B055A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B055A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> Lambda sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B055A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) -->  Sigma(1385) pi  , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$    ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B055A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> Sigma(1385) pi  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B055A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> N Kbar*(892)  , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B055A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1690) --> N Kbar*(892)  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B055A07"
    },
    {
        "description": "Lambda(1690) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$ MASS",
        "pdgId": "B055M"
    },
    {
        "description": "Lambda(1690) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$ WIDTH",
        "pdgId": "B055W"
    },
    {
        "description": "G(Lambda(1690) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R1"
    },
    {
        "description": "G(Lambda(1690) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R00"
    },
    {
        "description": "G(Lambda(1690) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R01"
    },
    {
        "description": "G(Lambda(1690) --> Lambda sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R07"
    },
    {
        "description": "G(Lambda(1690) --> Sigma(1385) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R02"
    },
    {
        "description": "G(Lambda(1690) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R03"
    },
    {
        "description": "G(Lambda(1690) --> N Kbar*(892) , S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R04"
    },
    {
        "description": "G(Lambda(1690) --> N Kbar*(892) , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R05"
    },
    {
        "description": "G(Lambda(1690) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B055R06"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1690) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B055R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1690) --> Lambda pi pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B055R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1690) --> Sigma pi pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B055R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1690) --> Lambda eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B055R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1690) --> Sigma(1385) pi , S-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1690)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B055R6"
    },
    {
        "description": "Lambda(1690) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B055.1"
    },
    {
        "description": "Lambda(1690) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B055.2"
    },
    {
        "description": "Lambda(1690) --> Lambda sigma",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B055.14"
    },
    {
        "description": "Lambda(1690) --> Lambda pi pi",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B055.3"
    },
    {
        "description": "Lambda(1690) --> Sigma pi pi",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B055.4"
    },
    {
        "description": "Lambda(1690) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B055.6"
    },
    {
        "description": "Lambda(1690) --> Sigma(1385) pi, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B055.5"
    },
    {
        "description": "Lambda(1690) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B055.9"
    },
    {
        "description": "Lambda(1690) --> N Kbar^*(892), S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B055.10"
    },
    {
        "description": "Lambda(1690) --> N Kbar^*(892), S=3/2, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B055.12"
    },
    {
        "description": "Lambda(1690) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1690)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B055.13"
    },
    {
        "description": "Lambda(1710)",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$",
        "pdgId": "B164"
    },
    {
        "description": "Lambda(1710) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$ MASS",
        "pdgId": "B164M"
    },
    {
        "description": "Lambda(1710) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$ WIDTH",
        "pdgId": "B164W"
    },
    {
        "description": "G(Lambda(1710) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B164R01"
    },
    {
        "description": "G(Lambda(1710) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B164R02"
    },
    {
        "description": "G(Lambda(1710) --> Sigma*(1385) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B164R03"
    },
    {
        "description": "G(Lambda(1710) --> N Kbar*(892) , S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B164R04"
    },
    {
        "description": "G(Lambda(1710) --> N Kbar*(892) , S=3/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B164R05"
    },
    {
        "description": "Lambda(1710) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B164.1"
    },
    {
        "description": "Lambda(1710) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B164.2"
    },
    {
        "description": "Lambda(1710) --> Sigma^*(1385) pi, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B164.3"
    },
    {
        "description": "Lambda(1710) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B164.4"
    },
    {
        "description": "Lambda(1710) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B164.5"
    },
    {
        "description": "Lambda(1710) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1710)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B164.6"
    },
    {
        "description": "Lambda(1800)",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$",
        "pdgId": "B036"
    },
    {
        "description": "Lambda(1800) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$ POLE POSITION",
        "pdgId": "B036225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B036RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B036IM"
    },
    {
        "description": "Lambda(1800) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$ POLE RESIDUES",
        "pdgId": "B036250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B036A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B036A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B036A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Lambda sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B036A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Lambda omega, S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B036A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Lambda omega, S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B036A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B036A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> N Kbar*(892), S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B036A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1800) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B036A06"
    },
    {
        "description": "Lambda(1800) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$ MASS",
        "pdgId": "B036M"
    },
    {
        "description": "Lambda(1800) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$ WIDTH",
        "pdgId": "B036W"
    },
    {
        "description": "G(Lambda(1800) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B036R1"
    },
    {
        "description": "G(Lambda(1800) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B036R00"
    },
    {
        "description": "G(Lambda(1800) --> Lambda sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B036R02"
    },
    {
        "description": "G(Lambda(1800) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B036R03"
    },
    {
        "description": "G(Lambda(1800) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B036R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1800) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B036R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1800) --> Sigma(1385) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B036R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1800) --> N Kbar*(892) , S=1/2 , S-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B036R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1800) --> N Kbar*(892) , S=3/2 , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1800)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B036R5"
    },
    {
        "description": "Lambda(1800) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B036.1"
    },
    {
        "description": "Lambda(1800) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B036.2"
    },
    {
        "description": "Lambda(1800) --> Lambda sigma",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B036.8"
    },
    {
        "description": "Lambda(1800) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B036.3"
    },
    {
        "description": "Lambda(1800) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B036.7"
    },
    {
        "description": "Lambda(1800) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B036.6"
    },
    {
        "description": "Lambda(1800) --> N Kbar^*(892), S=1/2, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B036.4"
    },
    {
        "description": "Lambda(1800) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1800)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B036.5"
    },
    {
        "description": "Lambda(1810)",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$",
        "pdgId": "B077"
    },
    {
        "description": "Lambda(1810) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$ POLE POSITION",
        "pdgId": "B077225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B077RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B077IM"
    },
    {
        "description": "Lambda(1810) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$ POLE RESIDUES",
        "pdgId": "B077250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B077A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B077A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B077A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> Lambda sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\sigma}}$",
        "pdgId": "B077A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B077A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B077A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> N Kbar*(892) , S=1/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=1/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1810) --> N Kbar*(892) , S=3/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=3/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077A08"
    },
    {
        "description": "Lambda(1810) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$ MASS",
        "pdgId": "B077M"
    },
    {
        "description": "Lambda(1810) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$ WIDTH",
        "pdgId": "B077W"
    },
    {
        "description": "G(Lambda(1810) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R1"
    },
    {
        "description": "G(Lambda(1810) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R00"
    },
    {
        "description": "G(Lambda(1810) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R04"
    },
    {
        "description": "G(Lambda(1810) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R05"
    },
    {
        "description": "G(Lambda(1810) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R01"
    },
    {
        "description": "G(Lambda(1810) --> N Kbar*(892) , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B077R02"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1810) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B077R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1810) --> Sigma(1385) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B077R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1810) --> N Kbar*(892) , S=1/2 , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1810) --> N Kbar*(892) , S=3/2 , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1810)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077R5"
    },
    {
        "description": "Lambda(1810) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B077.1"
    },
    {
        "description": "Lambda(1810) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B077.2"
    },
    {
        "description": "Lambda(1810) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B077.7"
    },
    {
        "description": "Lambda(1810) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B077.8"
    },
    {
        "description": "Lambda(1810) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B077.3"
    },
    {
        "description": "Lambda(1810) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B077.6"
    },
    {
        "description": "Lambda(1810) --> N Kbar^*(892), S=1/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077.4"
    },
    {
        "description": "Lambda(1810) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1810)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B077.5"
    },
    {
        "description": "Lambda(1820)",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$",
        "pdgId": "B039"
    },
    {
        "description": "Lambda(1820) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$ POLE POSITION",
        "pdgId": "B039225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B039RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B039IM"
    },
    {
        "description": "Lambda(1820) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$ POLE RESIDUES",
        "pdgId": "B039250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B039A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B039A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B039A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B039A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> Sigma(1385) pi  , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B039A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> Sigma(1385) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> N Kbar*(892)  , S=1/2 , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> N Kbar*(892)  , S=3/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B039A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1820) --> N Kbar*(892)  , S=3/2 , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039A08"
    },
    {
        "description": "Lambda(1820) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$ MASS",
        "pdgId": "B039M"
    },
    {
        "description": "Lambda(1820) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$ WIDTH",
        "pdgId": "B039W"
    },
    {
        "description": "G(Lambda(1820) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R1"
    },
    {
        "description": "G(Lambda(1820) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R04"
    },
    {
        "description": "G(Lambda(1820) --> Sigma(1385) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R08"
    },
    {
        "description": "G(Lambda(1820) --> Sigma(1385) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R09"
    },
    {
        "description": "G(Lambda(1820) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R05"
    },
    {
        "description": "G(Lambda(1820) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R03"
    },
    {
        "description": "G(Lambda(1820) --> Sigma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R5"
    },
    {
        "description": "G(Lambda(1820) --> N Kbar*(892) , S=1/2 , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R00"
    },
    {
        "description": "G(Lambda(1820) --> N Kbar*(892) , S=3/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R01"
    },
    {
        "description": "G(Lambda(1820) --> N Kbar*(892) , S=3/2 , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B039R02"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1820) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B039R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1820) --> Sigma(1385) pi , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B039R6"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1820) --> Sigma(1385) pi , F-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039R7"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1820) --> Lambda eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1820)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B039R3"
    },
    {
        "description": "Lambda(1820) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B039.1"
    },
    {
        "description": "Lambda(1820) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B039.2"
    },
    {
        "description": "Lambda(1820) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B039.7"
    },
    {
        "description": "Lambda(1820) --> Sigma(1385) pi, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B039.5"
    },
    {
        "description": "Lambda(1820) --> Sigma(1385) pi, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039.6"
    },
    {
        "description": "Lambda(1820) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B039.4"
    },
    {
        "description": "Lambda(1820) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B039.11"
    },
    {
        "description": "Lambda(1820) --> Sigma pi pi",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B039.3"
    },
    {
        "description": "Lambda(1820) --> N Kbar^*(892), S=1/2, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039.9"
    },
    {
        "description": "Lambda(1820) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B039.8"
    },
    {
        "description": "Lambda(1820) --> N Kbar^*(892), S=3/2, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1820)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B039.10"
    },
    {
        "description": "Lambda(1830)",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$",
        "pdgId": "B056"
    },
    {
        "description": "Lambda(1830) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$ POLE POSITION",
        "pdgId": "B056225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B056RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B056IM"
    },
    {
        "description": "Lambda(1830) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$ POLE RESIDUES",
        "pdgId": "B056250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B056A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B056A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B056A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B056A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Sigma(1385) pi  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Sigma(1385) pi  , G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B056A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> N Kbar*(892)  , S=1/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> N Kbar*(892)  , S=3/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> N Kbar*(892)  , S=3/2 , G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B056A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Lambda omega  , S=1/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1830) --> Lambda omega  , S=3/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056A10"
    },
    {
        "description": "Lambda(1830) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$ MASS",
        "pdgId": "B056M"
    },
    {
        "description": "Lambda(1830) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$ WIDTH",
        "pdgId": "B056W"
    },
    {
        "description": "G(Lambda(1830) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R1"
    },
    {
        "description": "G(Lambda(1830) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R00"
    },
    {
        "description": "G(Lambda(1830) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R08"
    },
    {
        "description": "G(Lambda(1830) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R04"
    },
    {
        "description": "G(Lambda(1830) --> Sigma(1385) pi  , G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R01"
    },
    {
        "description": "G(Lambda(1830) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R02"
    },
    {
        "description": "G(Lambda(1830) --> N Kbar*(892) , S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R05"
    },
    {
        "description": "G(Lambda(1830) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R06"
    },
    {
        "description": "G(Lambda(1830) --> N Kbar*(892) , S=3/2 , G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B056R07"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1830) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B056R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1830) --> Sigma(1385) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B056R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1830) --> Lambda eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1830)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B056R3"
    },
    {
        "description": "Lambda(1830) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B056.1"
    },
    {
        "description": "Lambda(1830) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B056.2"
    },
    {
        "description": "Lambda(1830) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B056.11"
    },
    {
        "description": "Lambda(1830) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B056.3"
    },
    {
        "description": "Lambda(1830) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056.5"
    },
    {
        "description": "Lambda(1830) --> Sigma(1385) pi , G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B056.12"
    },
    {
        "description": "Lambda(1830) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B056.4"
    },
    {
        "description": "Lambda(1830) --> N Kbar^*(892), S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056.8"
    },
    {
        "description": "Lambda(1830) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B056.9"
    },
    {
        "description": "Lambda(1830) --> N Kbar^*(892), S=3/2, G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1830)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B056.10"
    },
    {
        "description": "Lambda(1890)",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$",
        "pdgId": "B060"
    },
    {
        "description": "Lambda(1890) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$ POLE POSITION",
        "pdgId": "B060225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B060RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B060IM"
    },
    {
        "description": "Lambda(1890) POLE RESIDUE",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$ POLE RESIDUE",
        "pdgId": "B060250"
    },
    {
        "description": "Normalized residue in K N --> Lambda(1890) --> K N",
        "description_tex": "Normalized residue in ${{\\mathit K}}$  ${{\\mathit N}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit K}}{{\\mathit N}}$",
        "pdgId": "B060RS1"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B060A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B060A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B060A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Sigma(1385) pi, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Sigma(1385) pi, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> N Kbar*(892)  , S=1/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> N Kbar*(892)  , S=3/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060A10"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> N Kbar*(892), S=3/2, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=3/2, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060A11"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Lambda omega  , S=1/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(1890) --> Lambda omega  , S=3/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060A02"
    },
    {
        "description": "Lambda(1890) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$ MASS",
        "pdgId": "B060M"
    },
    {
        "description": "Lambda(1890) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$ WIDTH",
        "pdgId": "B060W"
    },
    {
        "description": "G(Lambda(1890) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R1"
    },
    {
        "description": "G(Lambda(1890) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R2"
    },
    {
        "description": "G(Lambda(1890) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R00"
    },
    {
        "description": "G(Lambda(1890) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R02"
    },
    {
        "description": "G(Lambda(1890) --> Sigma(1385) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R03"
    },
    {
        "description": "G(Lambda(1890) --> Sigma(1385) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R04"
    },
    {
        "description": "G(Lambda(1890) --> N Kbar*(892) , S=1/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R05"
    },
    {
        "description": "G(Lambda(1890) --> N Kbar*(892) , S=3/2 , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R06"
    },
    {
        "description": "G(Lambda(1890) --> N Kbar*(892) , S=3/2 , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B060R07"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B060R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> Sigma(1385) pi , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> Sigma(1385) pi , F-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060R6"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> N Kbar*(892) , S=1/2",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2",
        "pdgId": "B060R7"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> N Kbar*(892) , S=3/2 , F-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(1890) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1890)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B060R4"
    },
    {
        "description": "Lambda(1890) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B060.1"
    },
    {
        "description": "Lambda(1890) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B060.2"
    },
    {
        "description": "Lambda(1890) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B060.11"
    },
    {
        "description": "Lambda(1890) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B060.13"
    },
    {
        "description": "Lambda(1890) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B060.8"
    },
    {
        "description": "Lambda(1890) --> Sigma(1385) pi, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060.4"
    },
    {
        "description": "Lambda(1890) --> Sigma(1385) pi, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060.5"
    },
    {
        "description": "Lambda(1890) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B060.6"
    },
    {
        "description": "Lambda(1890) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B060.7"
    },
    {
        "description": "Lambda(1890) --> N Kbar^*(892), S=1/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060.14"
    },
    {
        "description": "Lambda(1890) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B060.15"
    },
    {
        "description": "Lambda(1890) --> N Kbar^*(892), S=3/2, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B060.9"
    },
    {
        "description": "Lambda(1890) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(1890)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B060.3"
    },
    {
        "description": "Lambda(2000)",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$",
        "pdgId": "B089"
    },
    {
        "description": "Lambda(2000) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$ MASS",
        "pdgId": "B089M"
    },
    {
        "description": "Lambda(2000) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$ WIDTH",
        "pdgId": "B089W"
    },
    {
        "description": "G(Lambda(2000) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B089R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2000) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2000)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B089R1"
    },
    {
        "description": "G(Lambda(2000) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B089R02"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2000) --> N Kbar*(892) , S=1/2 , S-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2000)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B089R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2000) --> N Kbar*(892) , S=3/2 , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2000)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B089R4"
    },
    {
        "description": "Lambda(2000) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B089.1"
    },
    {
        "description": "Lambda(2000) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B089.2"
    },
    {
        "description": "Lambda(2000) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B089.6"
    },
    {
        "description": "Lambda(2000) --> N Kbar^*(892), S=1/2, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B089.4"
    },
    {
        "description": "Lambda(2000) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2000)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B089.5"
    },
    {
        "description": "Lambda(2050)",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$",
        "pdgId": "B165"
    },
    {
        "description": "Lambda(2050) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$ MASS",
        "pdgId": "B165M"
    },
    {
        "description": "Lambda(2050) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$ WIDTH",
        "pdgId": "B165W"
    },
    {
        "description": "G(Lambda(2050) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B165R01"
    },
    {
        "description": "G(Lambda(2050) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B165R02"
    },
    {
        "description": "G(Lambda(2050) --> Sigma*(1385) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B165R03"
    },
    {
        "description": "G(Lambda(2050) --> Sigma*(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B165R04"
    },
    {
        "description": "G(Lambda(2050) --> N Kbar*(892) , S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B165R05"
    },
    {
        "description": "Lambda(2050) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B165.1"
    },
    {
        "description": "Lambda(2050) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B165.2"
    },
    {
        "description": "Lambda(2050) --> Sigma^*(1385) pi, S-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B165.3"
    },
    {
        "description": "Lambda(2050) --> Sigma^*(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{*}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B165.4"
    },
    {
        "description": "Lambda(2050) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Lambda}{(2050)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B165.5"
    },
    {
        "description": "Lambda(2070)",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$",
        "pdgId": "B190"
    },
    {
        "description": "Lambda(2070) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$ POLE POSITION",
        "pdgId": "B190225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B190RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B190IM"
    },
    {
        "description": "Lambda(2070) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$ POLE RESIDUES",
        "pdgId": "B190250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B190A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B190A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B190A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Lambda omega  , S=1/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , S=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Lambda omega  , S=3/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , S=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Lambda omega  , S=3/2 , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , S=3/2 , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Sigma(1385) pi  , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> Sigma(1385) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> N Kbar*(892)  , S=1/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , S=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> N Kbar*(892)  , S=3/2 , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , S=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2070) --> N Kbar*(892)  , S=3/2 , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2070)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , S=3/2 , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190A10"
    },
    {
        "description": "Lambda(2070) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$ MASS",
        "pdgId": "B190M"
    },
    {
        "description": "Lambda(2070) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$ WIDTH",
        "pdgId": "B190W"
    },
    {
        "description": "G(Lambda(2070) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R01"
    },
    {
        "description": "G(Lambda(2070) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R00"
    },
    {
        "description": "G(Lambda(2070) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R02"
    },
    {
        "description": "G(Lambda(2070) --> Lambda omega   ,  S=1/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=1/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R03"
    },
    {
        "description": "G(Lambda(2070) --> Lambda omega   ,  S=3/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R04"
    },
    {
        "description": "G(Lambda(2070) --> Lambda omega   ,  S=3/2  ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2  ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R05"
    },
    {
        "description": "G(Lambda(2070) --> Sigma(1385) pi   ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R06"
    },
    {
        "description": "G(Lambda(2070) --> Sigma(1385) pi   ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R07"
    },
    {
        "description": "G(Lambda(2070) --> N Kbar*(892)   ,  S=1/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=1/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R08"
    },
    {
        "description": "G(Lambda(2070) --> N Kbar*(892)   ,  S=3/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R09"
    },
    {
        "description": "G(Lambda(2070) --> N Kbar*(892)   ,  S=3/2  ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2  ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B190R10"
    },
    {
        "description": "Lambda(2070) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B190.1"
    },
    {
        "description": "Lambda(2070) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B190.2"
    },
    {
        "description": "Lambda(2070) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B190.3"
    },
    {
        "description": "Lambda(2070) --> Lambda omega  , S=1/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=1/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190.4"
    },
    {
        "description": "Lambda(2070) --> Lambda omega  , S=3/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190.5"
    },
    {
        "description": "Lambda(2070) --> Lambda omega  , S=3/2 , F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190.6"
    },
    {
        "description": "Lambda(2070) --> Sigma(1385) pi  , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190.7"
    },
    {
        "description": "Lambda(2070) --> Sigma(1385) pi  , F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190.8"
    },
    {
        "description": "Lambda(2070) --> N Kbar^*(892)  , S=1/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=1/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190.9"
    },
    {
        "description": "Lambda(2070) --> N Kbar^*(892)  , S=3/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B190.10"
    },
    {
        "description": "Lambda(2070) --> N Kbar^*(892)  , S=3/2 , F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2070)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B190.11"
    },
    {
        "description": "Lambda(2080)",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$",
        "pdgId": "B191"
    },
    {
        "description": "Lambda(2080) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$ POLE POSITION",
        "pdgId": "B191225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B191RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B191IM"
    },
    {
        "description": "Lambda(2080) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$ POLE RESIDUES",
        "pdgId": "B191250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B191A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B191A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B191A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Lambda omega  , S=1/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , S=1/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Lambda omega  , S=3/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$  , S=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Sigma(1385) pi  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> Sigma(1385) pi  , G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B191A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> N Kbar*(892)  , S=1/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , S=1/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2080) --> N Kbar*(892)  , S=3/2 , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2080)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , S=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191A07"
    },
    {
        "description": "Lambda(2080) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$ MASS",
        "pdgId": "B191M"
    },
    {
        "description": "Lambda(2080) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$ WIDTH",
        "pdgId": "B191W"
    },
    {
        "description": "G(Lambda(2080) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R01"
    },
    {
        "description": "G(Lambda(2080) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R00"
    },
    {
        "description": "G(Lambda(2080) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R02"
    },
    {
        "description": "G(Lambda(2080) --> Lambda omega   ,  S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R03"
    },
    {
        "description": "G(Lambda(2080) --> Lambda omega   ,  S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R04"
    },
    {
        "description": "G(Lambda(2080) --> Sigma(1385) pi   ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R05"
    },
    {
        "description": "G(Lambda(2080) --> Sigma(1385) pi   ,  G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R06"
    },
    {
        "description": "G(Lambda(2080) --> N Kbar*(892)   ,  S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R07"
    },
    {
        "description": "G(Lambda(2080) --> N Kbar*(892)   ,  S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B191R08"
    },
    {
        "description": "Lambda(2080) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B191.1"
    },
    {
        "description": "Lambda(2080) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B191.2"
    },
    {
        "description": "Lambda(2080) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B191.3"
    },
    {
        "description": "Lambda(2080) --> Lambda omega  , S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191.4"
    },
    {
        "description": "Lambda(2080) --> Lambda omega  , S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  S=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191.5"
    },
    {
        "description": "Lambda(2080) --> Sigma(1385) pi  , D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191.6"
    },
    {
        "description": "Lambda(2080) --> Sigma(1385) pi  , G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B191.7"
    },
    {
        "description": "Lambda(2080) --> N Kbar^*(892)  , S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191.8"
    },
    {
        "description": "Lambda(2080) --> N Kbar^*(892)  , S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2080)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  S=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B191.9"
    },
    {
        "description": "Lambda(2085)",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$",
        "pdgId": "B027"
    },
    {
        "description": "Lambda(2085) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$ POLE POSITION",
        "pdgId": "B027225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B027RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B027IM"
    },
    {
        "description": "Lambda(2085) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$ POLE RESIDUES",
        "pdgId": "B027250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2085) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B027A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2085) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B027A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2085) --> Lambda eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B027A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2085) --> Sigma(1385) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B027A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2085) --> Sigma(1385) pi  , H-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit H}{\\mathrm -wave}$",
        "pdgId": "B027A04"
    },
    {
        "description": "Lambda(2085) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$ MASS",
        "pdgId": "B027M"
    },
    {
        "description": "Lambda(2085) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$ WIDTH",
        "pdgId": "B027W"
    },
    {
        "description": "G(Lambda(2085) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R1"
    },
    {
        "description": "G(Lambda(2085) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R00"
    },
    {
        "description": "G(Lambda(2085) --> Lambda eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R02"
    },
    {
        "description": "G(Lambda(2085) --> Sigma(1385) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R03"
    },
    {
        "description": "G(Lambda(2085) --> Sigma(1385) pi , H-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit H}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R04"
    },
    {
        "description": "G(Lambda(2085) --> N Kbar*(892) , S=1/2 , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R05"
    },
    {
        "description": "G(Lambda(2085) --> N Kbar*(892) , S=3/2 , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R06"
    },
    {
        "description": "G(Lambda(2085) --> N Kbar*(892) , S=3/2 , H-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit H}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R07"
    },
    {
        "description": "G(Lambda(2085) --> N Kbar*(892) , S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B027R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2085) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B027R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2085) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2085)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B027R3"
    },
    {
        "description": "Lambda(2085) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B027.1"
    },
    {
        "description": "Lambda(2085) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B027.2"
    },
    {
        "description": "Lambda(2085) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B027.5"
    },
    {
        "description": "Lambda(2085) --> Sigma(1385) pi, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B027.6"
    },
    {
        "description": "Lambda(2085) --> Sigma(1385) pi, H-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit H}{\\mathrm -wave}$",
        "pdgId": "B027.7"
    },
    {
        "description": "Lambda(2085) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B027.4"
    },
    {
        "description": "Lambda(2085) --> N Kbar^*(892), S=1/2, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B027.8"
    },
    {
        "description": "Lambda(2085) --> N Kbar^*(892), S=3/2, F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B027.9"
    },
    {
        "description": "Lambda(2085) --> N Kbar^*(892), S=3/2, H-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit H}{\\mathrm -wave}$",
        "pdgId": "B027.10"
    },
    {
        "description": "Lambda(2085) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(2085)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B027.3"
    },
    {
        "description": "Lambda(2100)",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$",
        "pdgId": "B041"
    },
    {
        "description": "Lambda(2100) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$ POLE POSITION",
        "pdgId": "B041225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B041RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B041IM"
    },
    {
        "description": "Lambda(2100) POLE RESIDUE",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$ POLE RESIDUE",
        "pdgId": "B041250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2100) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B041A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2100) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B041A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2100) --> Sigma(1385) pi , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B041A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2100) --> Sigma(1385) pi , G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2100) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B041A04"
    },
    {
        "description": "Lambda(2100) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$ MASS",
        "pdgId": "B041M"
    },
    {
        "description": "Lambda(2100) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$ WIDTH",
        "pdgId": "B041W"
    },
    {
        "description": "G(Lambda(2100) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B041R1"
    },
    {
        "description": "G(Lambda(2100) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B041R00"
    },
    {
        "description": "G(Lambda(2100) --> Sigma(1385) pi   ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B041R02"
    },
    {
        "description": "G(Lambda(2100) --> Sigma(1385) pi   ,  G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B041R03"
    },
    {
        "description": "G(Lambda(2100) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B041R04"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B041R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> Lambda eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B041R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> Xi K",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B041R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B041R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> N Kbar*(892) , S=3/2 , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B041R6"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> N Kbar*(892) , S=1/2 , G-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041R7"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2100) --> N Kbar*(892) , S=3/2 , G-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2100)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041R01"
    },
    {
        "description": "Lambda(2100) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B041.1"
    },
    {
        "description": "Lambda(2100) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B041.2"
    },
    {
        "description": "Lambda(2100) --> Lambda eta",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\eta}}$",
        "pdgId": "B041.5"
    },
    {
        "description": "Lambda(2100) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B041.3"
    },
    {
        "description": "Lambda(2100) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B041.4"
    },
    {
        "description": "Lambda(2100) --> Sigma(1385) pi  , D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B041.10"
    },
    {
        "description": "Lambda(2100) --> Sigma(1385) pi  , G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$   ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041.11"
    },
    {
        "description": "Lambda(2100) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B041.8"
    },
    {
        "description": "Lambda(2100) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B041.6"
    },
    {
        "description": "Lambda(2100) --> N Kbar^*(892), S=1/2, G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041.7"
    },
    {
        "description": "Lambda(2100) --> N Kbar^*(892), S=3/2, G-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2100)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B041.9"
    },
    {
        "description": "Lambda(2110)",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$",
        "pdgId": "B035"
    },
    {
        "description": "Lambda(2110) POLE POSITION",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$ POLE POSITION",
        "pdgId": "B035225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B035RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B035IM"
    },
    {
        "description": "Lambda(2110) POLE RESIDUE",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$ POLE RESIDUE",
        "pdgId": "B035250"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B035A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B035A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B035A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> Lambda omega, S=1/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=1/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> Lambda omega, S=3/2, P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=3/2, ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Lambda(2110) --> Lambda omega, S=3/2, F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$, $\\mathit S$=3/2, ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B035A05"
    },
    {
        "description": "Lambda(2110) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$ MASS",
        "pdgId": "B035M"
    },
    {
        "description": "Lambda(2110) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$ WIDTH",
        "pdgId": "B035W"
    },
    {
        "description": "G(Lambda(2110) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R2"
    },
    {
        "description": "G(Lambda(2110) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R00"
    },
    {
        "description": "G(Lambda(2110) --> Lambda omega   ,  S=1/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R03"
    },
    {
        "description": "G(Lambda(2110) --> Lambda omega   ,  S=3/2  ,  P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R04"
    },
    {
        "description": "G(Lambda(2110) --> Lambda omega   ,  S=3/2  ,  F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R05"
    },
    {
        "description": "G(Lambda(2110) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B035R02"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2110) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B035R1"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2110) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B035R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2110) --> Sigma(1385) pi , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2110) --> N Kbar*(892) , S=1/2",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2",
        "pdgId": "B035R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2110) --> N Kbar*(892) , S=3/2 , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2110)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035R01"
    },
    {
        "description": "Lambda(2110) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B035.1"
    },
    {
        "description": "Lambda(2110) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B035.2"
    },
    {
        "description": "Lambda(2110) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B035.3"
    },
    {
        "description": "Lambda(2110) --> Lambda omega  , S=1/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035.10"
    },
    {
        "description": "Lambda(2110) --> Lambda omega  , S=3/2 , P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035.11"
    },
    {
        "description": "Lambda(2110) --> Lambda omega  , S=3/2 , F-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B035.12"
    },
    {
        "description": "Lambda(2110) --> Xi K",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B035.9"
    },
    {
        "description": "Lambda(2110) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B035.4"
    },
    {
        "description": "Lambda(2110) --> Sigma(1385) pi, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035.6"
    },
    {
        "description": "Lambda(2110) --> N Kbar^*(892)",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B035.5"
    },
    {
        "description": "Lambda(2110) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B035.7"
    },
    {
        "description": "Lambda(2110) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Lambda}{(2110)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B035.8"
    },
    {
        "description": "Lambda(2325)",
        "description_tex": "${{\\mathit \\Lambda}{(2325)}}$",
        "pdgId": "B112"
    },
    {
        "description": "Lambda(2325) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2325)}}$ MASS",
        "pdgId": "B112M"
    },
    {
        "description": "Lambda(2325) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2325)}}$ WIDTH",
        "pdgId": "B112W"
    },
    {
        "description": "G(Lambda(2325) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2325)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B112R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2325) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2325)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B112R1"
    },
    {
        "description": "Lambda(2325) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2325)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B112.1"
    },
    {
        "description": "Lambda(2325) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(2325)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B112.2"
    },
    {
        "description": "Lambda(2350)",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$",
        "pdgId": "B042"
    },
    {
        "description": "Lambda(2350) MASS",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$ MASS",
        "pdgId": "B042M"
    },
    {
        "description": "Lambda(2350) WIDTH",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$ WIDTH",
        "pdgId": "B042W"
    },
    {
        "description": "G(Lambda(2350) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Lambda}{(2350)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B042R1"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2350) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2350)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B042R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Lambda(2350) --> Lambda omega",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(2350)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B042R3"
    },
    {
        "description": "Lambda(2350) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B042.1"
    },
    {
        "description": "Lambda(2350) --> Sigma pi",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B042.2"
    },
    {
        "description": "Lambda(2350) --> Lambda omega",
        "description_tex": "${{\\mathit \\Lambda}{(2350)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\omega}}$",
        "pdgId": "B042.3"
    },
    {
        "description": "Lambda(2585)",
        "description_tex": "${{\\mathit \\Lambda}{(2585)}}$ Bumps",
        "pdgId": "B007"
    },
    {
        "description": "Lambda(2585) MASS (BUMPS)",
        "description_tex": "${{\\mathit \\Lambda}{(2585)}}$ MASS (BUMPS)",
        "pdgId": "B007M"
    },
    {
        "description": "Lambda(2585) WIDTH (BUMPS)",
        "description_tex": "${{\\mathit \\Lambda}{(2585)}}$ WIDTH (BUMPS)",
        "pdgId": "B007W"
    },
    {
        "description": "(J+1/2)*G(Lambda(2585) --> N Kbar)/G(total)",
        "description_tex": "($\\mathit J+{1\\over 2}){\\times }\\Gamma({{\\mathit \\Lambda}{(2585)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B007R1"
    },
    {
        "description": "Lambda(2585) --> N Kbar",
        "description_tex": "${{\\mathit \\Lambda}{(2585)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B007.1"
    },
    {
        "description": "Sigma+",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$",
        "pdgId": "S019"
    },
    {
        "description": "Sigma+ MASS",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$ MASS",
        "pdgId": "S019M"
    },
    {
        "description": "Sigma+ MEAN LIFE",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$ MEAN LIFE",
        "pdgId": "S019T"
    },
    {
        "description": "(meanlife(Sigma+)-meanlife(Sigmabar-)) / meanlife(Sigma+)",
        "description_tex": "(${\\mathit \\tau}_{{{\\mathit \\Sigma}^{+}}}-{\\mathit \\tau}_{{{\\overline{\\mathit \\Sigma}}^{-}}}$) / ${\\mathit \\tau}_{{{\\mathit \\Sigma}^{+}}}$",
        "pdgId": "S019DT"
    },
    {
        "description": "Sigma+ MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$ MAGNETIC MOMENT",
        "pdgId": "S019MM"
    },
    {
        "description": "(moment(Sigma+) + moment(Sigmabar-)) / moment(Sigma+)",
        "description_tex": "(${\\mathit \\mu}_{{{\\mathit \\Sigma}^{+}}}$ $+$ ${\\mathit \\mu}_{{{\\overline{\\mathit \\Sigma}}^{-}}}$) $/$ ${\\mathit \\mu}_{{{\\mathit \\Sigma}^{+}}}$",
        "pdgId": "S019MMD"
    },
    {
        "description": "G(Sigma+ --> n pi+)/G(Sigma+ --> N pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}})/\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit N}}{{\\mathit \\pi}})$",
        "pdgId": "S019R1"
    },
    {
        "description": "G(Sigma+ --> p gamma)/G(Sigma+ --> p pi0)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{0}})$",
        "pdgId": "S019R4"
    },
    {
        "description": "G(Sigma+ --> p gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S019R00"
    },
    {
        "description": "G(Sigma+ --> n pi+ gamma)/G(Sigma+ --> n pi+)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S019R2"
    },
    {
        "description": "G(Sigma+ --> Lambda e+ nu_e)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S019R3"
    },
    {
        "description": "G(Sigma+ --> n e+ nu_e)/G(Sigma+ --> n pi+)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S019R5"
    },
    {
        "description": "G(Sigma+ --> n mu+ nu_mu)/G(Sigma+ --> n pi+)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}})$",
        "pdgId": "S019R6"
    },
    {
        "description": "G(Sigma+ --> p e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S019R8"
    },
    {
        "description": "G(Sigma+ --> p mu+ mu-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S019R12"
    },
    {
        "description": "G(Sigma+ --> p gamma_dark)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}_{{{dark}}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S019R03"
    },
    {
        "description": "G(Sigma+ --> n e+ nu_e)/G(Sigma- --> n e- nubar_e)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})$",
        "pdgId": "S019R10"
    },
    {
        "description": "G(Sigma+ --> n mu+ nu_mu)/G(Sigma- --> n mu- nubar_mu)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})$",
        "pdgId": "S019R9"
    },
    {
        "description": "G(Sigma+ --> n lepton+ nu)/G(Sigma- --> n lepton- nubar_lepton)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\ell}^{+}}{{\\mathit \\nu}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\ell}^{-}}{{\\overline{\\mathit \\nu}}_{{{{{\\mathit \\ell}}}}}})$",
        "pdgId": "S019R7"
    },
    {
        "description": "Sigma+ DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$ DECAY PARAMETERS",
        "pdgId": "S019230"
    },
    {
        "description": "alpha(0) FOR Sigma+ --> p pi0",
        "description_tex": "$\\alpha _{0}$ FOR ${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S019A0"
    },
    {
        "description": "alphabar_0 FOR Sigmabar- --> pbar pi0",
        "description_tex": "${{\\overline{\\mathit \\alpha}}_{{{0}}}}$ FOR ${{\\overline{\\mathit \\Sigma}}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit p}}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S019A1"
    },
    {
        "description": "(alpha_0 + alphabar_0) / (alpha_0 - alphabar_0)",
        "description_tex": "(${{\\mathit \\alpha}_{{{0}}}}$ + ${{\\overline{\\mathit \\alpha}}_{{{0}}}}$) / (${{\\mathit \\alpha}_{{{0}}}}$ $&minus;$ ${{\\overline{\\mathit \\alpha}}_{{{0}}}}$)",
        "pdgId": "S019A00"
    },
    {
        "description": "phi(0) ANGLE FOR Sigma+ --> p pi0  (tan(phi(0)) = beta/gamma)",
        "description_tex": "$\\phi _{0}$ ANGLE FOR ${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{0}}$  ($\\phi _{0}$ = $\\beta /\\gamma $)",
        "pdgId": "S019F0"
    },
    {
        "description": "alpha(+) / alpha(0)",
        "description_tex": "$\\alpha _{+}$ / $\\alpha _{0}$",
        "pdgId": "S019A+0"
    },
    {
        "description": "alpha(+) FOR Sigma+ --> n pi+",
        "description_tex": "$\\alpha _{+}$ FOR ${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S019A+"
    },
    {
        "description": "phi(+) ANGLE FOR Sigma+ --> n pi+  (tan(phi(+)) = beta/gamma)",
        "description_tex": "$\\phi _{+}$ ANGLE FOR ${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}}$  ($\\phi _{+}$ = $\\beta /\\gamma $)",
        "pdgId": "S019F+"
    },
    {
        "description": "alphabar_- FOR Sigmabar- --> nbar pi-",
        "description_tex": "${{\\overline{\\mathit \\alpha}}_{{{-}}}}$ FOR ${{\\overline{\\mathit \\Sigma}}^{-}}$   $\\rightarrow$   ${{\\overline{\\mathit n}}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S019A01"
    },
    {
        "description": "alphabar_- / alphabar_0",
        "description_tex": "${{\\overline{\\mathit \\alpha}}_{{{-}}}}$ / ${{\\overline{\\mathit \\alpha}}_{{{0}}}}$",
        "pdgId": "S019A02"
    },
    {
        "description": "(alpha_+ + alphabar_-) / (alpha_+ - alphabar_-)",
        "description_tex": "(${{\\mathit \\alpha}_{{{+}}}}$ + ${{\\overline{\\mathit \\alpha}}_{{{-}}}}$) / (${{\\mathit \\alpha}_{{{+}}}}$ $&minus;$ ${{\\overline{\\mathit \\alpha}}_{{{-}}}}$)",
        "pdgId": "S019A03"
    },
    {
        "description": "alpha(gamma) FOR Sigma+ --> p gamma",
        "description_tex": "$\\alpha _{\\gamma }$ FOR ${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "S019AG"
    },
    {
        "description": "Sigma+ --> p pi0",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\pi}^{0}}$",
        "pdgId": "S019.1"
    },
    {
        "description": "Sigma+ --> n pi+",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}}$",
        "pdgId": "S019.2"
    },
    {
        "description": "Sigma+ --> p gamma",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}}$",
        "pdgId": "S019.5"
    },
    {
        "description": "Sigma+ --> n pi+ gamma",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "S019.3"
    },
    {
        "description": "Sigma+ --> Lambda e+ nu_e",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S019.4"
    },
    {
        "description": "Sigma+ --> n e+ nu_e",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{+}}{{\\mathit \\nu}_{{{e}}}}$",
        "pdgId": "S019.7"
    },
    {
        "description": "Sigma+ --> n mu+ nu_mu",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{+}}{{\\mathit \\nu}_{{{\\mu}}}}$",
        "pdgId": "S019.6"
    },
    {
        "description": "Sigma+ --> p e+ e-",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S019.8"
    },
    {
        "description": "Sigma+ --> p mu+ mu-",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\mu}^{+}}{{\\mathit \\mu}^{-}}$",
        "pdgId": "S019.9"
    },
    {
        "description": "Sigma+ --> p gamma_dark",
        "description_tex": "${{\\mathit \\Sigma}^{+}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit \\gamma}_{{{dark}}}}$",
        "pdgId": "S019.195"
    },
    {
        "description": "Sigma0",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$",
        "pdgId": "S021"
    },
    {
        "description": "Sigma0 MASS",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$ MASS",
        "pdgId": "S021M"
    },
    {
        "description": "mass(Sigma-)-mass(Sigma0)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}^{-}}}-{\\mathit m}_{{{\\mathit \\Sigma}^{0}}}$",
        "pdgId": "S021D1"
    },
    {
        "description": "mass(Sigma0)-mass(Lambda)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}^{0}}}-{\\mathit m}_{{{\\mathit \\Lambda}}}$",
        "pdgId": "S021DL"
    },
    {
        "description": "Sigma0 MEAN LIFE",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$ MEAN LIFE",
        "pdgId": "S021T"
    },
    {
        "description": "|mu(Sigma0 --> Lambda)| TRANSITION MAGNETIC MOMENT",
        "description_tex": "$\\vert \\mu\\mathrm {({{\\mathit \\Sigma}^{0}}   \\rightarrow   {{\\mathit \\Lambda}})}\\vert $ TRANSITION MAGNETIC MOMENT",
        "pdgId": "S021MM"
    },
    {
        "description": "G(Sigma0 --> Lambda gamma gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S021R2"
    },
    {
        "description": "G(Sigma0 --> Lambda e+ e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S021R1"
    },
    {
        "description": "Sigma0 DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$ DECAY PARAMETERS",
        "pdgId": "S021245"
    },
    {
        "description": "alpha_- for Sigma0 --> Lambda gamma",
        "description_tex": "${{\\mathit \\alpha}_{{{-}}}}$ for ${{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$",
        "pdgId": "S021A00"
    },
    {
        "description": "alpha_+ for Sigmabar0 --> Lambdabar gamma",
        "description_tex": "${{\\mathit \\alpha}_{{{+}}}}$ for ${{\\overline{\\mathit \\Sigma}}^{0}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\gamma}}$",
        "pdgId": "S021A01"
    },
    {
        "description": "A(CP)**Sigma in Sigma --> Lambda gamma  and Sigmabar --> Lambdabar gamma",
        "description_tex": "A${}^{{{\\mathit \\Sigma}}}_{CP}$ in ${{\\mathit \\Sigma}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$  and ${{\\overline{\\mathit \\Sigma}}}$   $\\rightarrow$   ${{\\overline{\\mathit \\Lambda}}}{{\\mathit \\gamma}}$",
        "pdgId": "S021A02"
    },
    {
        "description": "Sigma0 --> Lambda gamma",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$",
        "pdgId": "S021.1"
    },
    {
        "description": "Sigma0 --> Lambda gamma gamma",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}{{\\mathit \\gamma}}$",
        "pdgId": "S021.3"
    },
    {
        "description": "Sigma0 --> Lambda e+ e-",
        "description_tex": "${{\\mathit \\Sigma}^{0}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{+}}{{\\mathit e}^{-}}$",
        "pdgId": "S021.2"
    },
    {
        "description": "Sigma-",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$",
        "pdgId": "S020"
    },
    {
        "description": "Sigma- MASS",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ MASS",
        "pdgId": "S020M"
    },
    {
        "description": "mass(Sigma-)-mass(Sigma+)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}^{-}}}-{\\mathit m}_{{{\\mathit \\Sigma}^{+}}}$",
        "pdgId": "S020D"
    },
    {
        "description": "mass(Sigma-)-mass(Lambda)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}^{-}}}-{\\mathit m}_{{{\\mathit \\Lambda}}}$",
        "pdgId": "S020DL"
    },
    {
        "description": "Sigma- MEAN LIFE",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ MEAN LIFE",
        "pdgId": "S020T"
    },
    {
        "description": "Sigma- MAGNETIC MOMENT",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ MAGNETIC MOMENT",
        "pdgId": "S020MM"
    },
    {
        "description": "Sigma- CHARGE RADIUS",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ CHARGE RADIUS",
        "pdgId": "S020CR"
    },
    {
        "description": "G(Sigma- --> n pi- gamma)/G(Sigma- --> n pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S020R4"
    },
    {
        "description": "G(Sigma- --> n e- nubar_e)/G(Sigma- --> n pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S020R2"
    },
    {
        "description": "G(Sigma- --> n mu- nubar_mu)/G(Sigma- --> n pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S020R1"
    },
    {
        "description": "G(Sigma- --> Lambda e- nubar_e)/G(Sigma- --> n pi-)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}})/\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}})$",
        "pdgId": "S020R3"
    },
    {
        "description": "G(Sigma- --> Sigma+ X)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\mathit X}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S020R01"
    },
    {
        "description": "G(Sigma- --> p e- e-)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\mathit e}^{-}})/\\Gamma_{\\text{total}}$",
        "pdgId": "S020R00"
    },
    {
        "description": "Sigma- DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ DECAY PARAMETERS",
        "pdgId": "S020240"
    },
    {
        "description": "alpha(-) FOR Sigma- --> n pi-",
        "description_tex": "$\\alpha _{&minus;}$ FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S020A-"
    },
    {
        "description": "phi ANGLE FOR Sigma- --> n pi-  (tan(phi) = beta / gamma)",
        "description_tex": "$\\phi $ ANGLE FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}}$  (tan$\\phi $ = $\\beta $ / $\\gamma $)",
        "pdgId": "S020F-"
    },
    {
        "description": "electron g-factor(A)/electron g-factor(V) FOR Sigma- --> n e- nubar_e",
        "description_tex": "${\\mathit g}_{{{\\mathit A}}}/{\\mathit g}_{{{\\mathit V}}}$ FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020AV2"
    },
    {
        "description": "f(2)(0)/f(1)(0) FOR Sigma- --> n e- nubar_e",
        "description_tex": "$\\mathit f_{2}(0)/\\mathit f_{1}$(0) FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020F2"
    },
    {
        "description": "TRIPLE CORRELATION COEFFICIENT D for Sigma- --> n e- nubar_e",
        "description_tex": "TRIPLE CORRELATION COEFFICIENT $\\mathit D$ for ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020TC"
    },
    {
        "description": "Sigma- DECAY PARAMETERS",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$ DECAY PARAMETERS",
        "pdgId": "S020AVM"
    },
    {
        "description": "electron g-factor(V)/electron g-factor(A) FOR Sigma- --> Lambda e- nubar_e",
        "description_tex": "${\\mathit g}_{{{\\mathit V}}}/{\\mathit g}_{{{\\mathit A}}}$ FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020AV"
    },
    {
        "description": "electron g-factor(WM)/electron g-factor(A) FOR Sigma- --> Lambda e- nubar_e",
        "description_tex": "${\\mathit g}_{\\mathit WM}/{\\mathit g}_{{{\\mathit A}}}$ FOR ${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020WM"
    },
    {
        "description": "Sigma- --> n pi-",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}}$",
        "pdgId": "S020.1"
    },
    {
        "description": "Sigma- --> n pi- gamma",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\pi}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "S020.2"
    },
    {
        "description": "Sigma- --> n e- nubar_e",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020.4"
    },
    {
        "description": "Sigma- --> n mu- nubar_mu",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit n}}{{\\mathit \\mu}^{-}}{{\\overline{\\mathit \\nu}}_{{{\\mu}}}}$",
        "pdgId": "S020.3"
    },
    {
        "description": "Sigma- --> Lambda e- nubar_e",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit e}^{-}}{{\\overline{\\mathit \\nu}}_{{{e}}}}$",
        "pdgId": "S020.5"
    },
    {
        "description": "Sigma- --> Sigma+ X",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\mathit X}}$",
        "pdgId": "S020.193"
    },
    {
        "description": "Sigma- --> p e- e-",
        "description_tex": "${{\\mathit \\Sigma}^{-}}$   $\\rightarrow$   ${{\\mathit p}}{{\\mathit e}^{-}}{{\\mathit e}^{-}}$",
        "pdgId": "S020.192"
    },
    {
        "description": "Sigma(1385)",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$",
        "pdgId": "B043"
    },
    {
        "description": "Sigma(1385) POLE POSITIONS",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$ POLE POSITIONS",
        "pdgId": "B043230"
    },
    {
        "description": "Sigma(1385)+ REAL PART",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{+}}$ REAL PART",
        "pdgId": "B043RE+"
    },
    {
        "description": "Sigma(1385)+   -IMAGINARY PART",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{+}}$   $&minus;$IMAGINARY PART",
        "pdgId": "B043IM+"
    },
    {
        "description": "Sigma(1385)- REAL PART",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{-}}$ REAL PART",
        "pdgId": "B043RE-"
    },
    {
        "description": "Sigma(1385)-   -IMAGINARY PART",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{-}}$   $&minus;$IMAGINARY PART",
        "pdgId": "B043IM-"
    },
    {
        "description": "Sigma(1385) MASSES",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$ MASSES",
        "pdgId": "B043205"
    },
    {
        "description": "Sigma(1385)+ MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{+}}$ MASS",
        "pdgId": "B043M+"
    },
    {
        "description": "Sigma(1385)0 MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{0}}$ MASS",
        "pdgId": "B043M0"
    },
    {
        "description": "Sigma(1385)- MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{-}}$ MASS",
        "pdgId": "B043M-"
    },
    {
        "description": "mass(Sigma(1385)-)-mass(Sigma(1385)+)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{-}}}-{\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{+}}}$",
        "pdgId": "B043D-+"
    },
    {
        "description": "mass(Sigma(1385)0)-mass(Sigma(1385)+)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{0}}}-{\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{+}}}$",
        "pdgId": "B043D0+"
    },
    {
        "description": "mass(Sigma(1385)-)-mass(Sigma(1385)0)",
        "description_tex": "${\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{-}}}-{\\mathit m}_{{{\\mathit \\Sigma}{(1385)}^{0}}}$",
        "pdgId": "B043D-0"
    },
    {
        "description": "Sigma(1385) WIDTHS",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$ WIDTHS",
        "pdgId": "B043225"
    },
    {
        "description": "Sigma(1385)+ WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{+}}$ WIDTH",
        "pdgId": "B043W+"
    },
    {
        "description": "Sigma(1385)0 WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{0}}$ WIDTH",
        "pdgId": "B043W0"
    },
    {
        "description": "Sigma(1385)- WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}^{-}}$ WIDTH",
        "pdgId": "B043W-"
    },
    {
        "description": "G(Sigma(1385) --> Sigma pi)/G(Sigma(1385) --> Lambda pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})$",
        "pdgId": "B043R1"
    },
    {
        "description": "G(Sigma(1385) --> Lambda gamma)/G(Sigma(1385) --> Lambda pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})$",
        "pdgId": "B043R4"
    },
    {
        "description": "G(Sigma(1385) --> Sigma+ gamma)/G(Sigma(1385) --> Sigma pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\mathit \\gamma}})/\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})$",
        "pdgId": "B043R6"
    },
    {
        "description": "G(Sigma(1385) --> Sigma- gamma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\mathit \\gamma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B043R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1385) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B043R3"
    },
    {
        "description": "Sigma(1385) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B043.1"
    },
    {
        "description": "Sigma(1385) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B043.2"
    },
    {
        "description": "Sigma(1385) --> Lambda gamma",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\gamma}}$",
        "pdgId": "B043.3"
    },
    {
        "description": "Sigma(1385) --> Sigma+ gamma",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{+}}{{\\mathit \\gamma}}$",
        "pdgId": "B043.6"
    },
    {
        "description": "Sigma(1385) --> Sigma- gamma",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}^{-}}{{\\mathit \\gamma}}$",
        "pdgId": "B043.5"
    },
    {
        "description": "Sigma(1385) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1385)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B043.4"
    },
    {
        "description": "Sigma(1580)",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$",
        "pdgId": "B000"
    },
    {
        "description": "Sigma(1580) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$ POLE POSITION",
        "pdgId": "B000225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B000RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B000IM"
    },
    {
        "description": "Sigma(1580) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$ POLE RESIDUES",
        "pdgId": "B000250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1580) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B000A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1580) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B000A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1580) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B000A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1580) --> Sigma(1385) pi  , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B000A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1580) --> Sigma(1385) pi  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B000A06"
    },
    {
        "description": "Sigma(1580) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$ MASS",
        "pdgId": "B000M"
    },
    {
        "description": "Sigma(1580) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$ WIDTH",
        "pdgId": "B000W"
    },
    {
        "description": "G(Sigma(1580) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R1"
    },
    {
        "description": "G(Sigma(1580) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R01"
    },
    {
        "description": "G(Sigma(1580) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R00"
    },
    {
        "description": "G(Sigma(1580) --> Sigma(1385) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R02"
    },
    {
        "description": "G(Sigma(1580) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R03"
    },
    {
        "description": "G(Sigma(1580) --> N Kbar*(892) , S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R04"
    },
    {
        "description": "G(Sigma(1580) --> N Kbar*(892) , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R05"
    },
    {
        "description": "G(Sigma(1580) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B000R06"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1580) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B000R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1580) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1580)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B000R3"
    },
    {
        "description": "Sigma(1580) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B000.1"
    },
    {
        "description": "Sigma(1580) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B000.2"
    },
    {
        "description": "Sigma(1580) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B000.3"
    },
    {
        "description": "Sigma(1580) --> Sigma(1385) pi, S-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B000.4"
    },
    {
        "description": "Sigma(1580) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B000.5"
    },
    {
        "description": "Sigma(1580) --> N Kbar^*(892), S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B000.6"
    },
    {
        "description": "Sigma(1580) --> N Kbar^*(892), S=3/2, S-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B000.7"
    },
    {
        "description": "Sigma(1580) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1580)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B000.8"
    },
    {
        "description": "Sigma(1620)",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$",
        "pdgId": "B032"
    },
    {
        "description": "Sigma(1620) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$ POLE POSITION",
        "pdgId": "B032225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B032RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B032IM"
    },
    {
        "description": "Sigma(1620) POLE RESIDUE",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$ POLE RESIDUE",
        "pdgId": "B032250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B032A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B032A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B032A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> Lambda(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B032A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B032A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> N Kbar*(892), S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B032A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> N Kbar*(892), D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B032A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1620) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B032A07"
    },
    {
        "description": "Sigma(1620) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$ MASS",
        "pdgId": "B032M"
    },
    {
        "description": "Sigma(1620) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$ WIDTH",
        "pdgId": "B032W"
    },
    {
        "description": "G(Sigma(1620) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R1"
    },
    {
        "description": "G(Sigma(1620) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R00"
    },
    {
        "description": "G(Sigma(1620) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R01"
    },
    {
        "description": "G(Sigma(1620) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R02"
    },
    {
        "description": "G(Sigma(1620) --> Lambda(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R03"
    },
    {
        "description": "G(Sigma(1620) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B032R04"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1620) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B032R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1620) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1620)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B032R2"
    },
    {
        "description": "Sigma(1620) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B032.1"
    },
    {
        "description": "Sigma(1620) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B032.3"
    },
    {
        "description": "Sigma(1620) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B032.2"
    },
    {
        "description": "Sigma(1620) --> Xi K",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B032.4"
    },
    {
        "description": "Sigma(1620) --> Lambda(1520) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B032.5"
    },
    {
        "description": "Sigma(1620) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1620)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B032.6"
    },
    {
        "description": "Sigma(1660)",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$",
        "pdgId": "B079"
    },
    {
        "description": "Sigma(1660) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$ POLE POSITION",
        "pdgId": "B079225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B079RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B079IM"
    },
    {
        "description": "Sigma(1660) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$ POLE RESIDUES",
        "pdgId": "B079250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B079A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B079A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B079A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Sigma sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}}$",
        "pdgId": "B079A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B079A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Lambda(1405) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}}$",
        "pdgId": "B079A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1660) --> Lambda(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B079A06"
    },
    {
        "description": "Sigma(1660) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$ MASS",
        "pdgId": "B079M"
    },
    {
        "description": "Sigma(1660) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$ WIDTH",
        "pdgId": "B079W"
    },
    {
        "description": "G(Sigma(1660) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R2"
    },
    {
        "description": "G(Sigma(1660) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R01"
    },
    {
        "description": "G(Sigma(1660) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R00"
    },
    {
        "description": "G(Sigma(1660) --> Sigma sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R03"
    },
    {
        "description": "G(Sigma(1660) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R02"
    },
    {
        "description": "G(Sigma(1660) --> Lambda(1405) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R04"
    },
    {
        "description": "G(Sigma(1660) --> Lambda(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B079R05"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1660) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B079R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1660) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1660)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B079R1"
    },
    {
        "description": "Sigma(1660) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B079.1"
    },
    {
        "description": "Sigma(1660) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B079.3"
    },
    {
        "description": "Sigma(1660) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B079.2"
    },
    {
        "description": "Sigma(1660) --> Sigma sigma",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}}$",
        "pdgId": "B079.5"
    },
    {
        "description": "Sigma(1660) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B079.4"
    },
    {
        "description": "Sigma(1660) --> Lambda(1405) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}}$",
        "pdgId": "B079.6"
    },
    {
        "description": "Sigma(1660) --> Lambda(1520) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1660)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B079.7"
    },
    {
        "description": "Sigma(1670)",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$",
        "pdgId": "B044"
    },
    {
        "description": "Sigma(1670) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$ POLE POSITION",
        "pdgId": "B044225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B044RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B044IM"
    },
    {
        "description": "Sigma(1670) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$ POLE RESIDUES",
        "pdgId": "B044250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B044A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B044A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B044A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B044A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Sigma sigma",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}}$",
        "pdgId": "B044A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Sigma(1385) pi  ,  S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Sigma(1385) pi  ,  D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Lambda(1405) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}}$",
        "pdgId": "B044A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Lambda(1520) pi  , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B044A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Lambda(1520) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B044A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> Delta Kbar   , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}}$   , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044A10"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> N Kbar*(892), S=3/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044A13"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044A11"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1670) --> N Kbar*(892), S=1/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044A12"
    },
    {
        "description": "Sigma(1670) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$ MASS",
        "pdgId": "B044M"
    },
    {
        "description": "Sigma(1670) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$ WIDTH",
        "pdgId": "B044W"
    },
    {
        "description": "G(Sigma(1670) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R1"
    },
    {
        "description": "G(Sigma(1670) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R01"
    },
    {
        "description": "G(Sigma(1670) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R00"
    },
    {
        "description": "G(Sigma(1670) --> Lambda pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R2"
    },
    {
        "description": "G(Sigma(1670) --> Sigma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R3"
    },
    {
        "description": "G(Sigma(1670) --> Sigma sigma)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R02"
    },
    {
        "description": "G(Sigma(1670) --> Sigma(1385) pi , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R07"
    },
    {
        "description": "G(Sigma(1670) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R03"
    },
    {
        "description": "G(Sigma(1670) --> N Kbar*(892) , S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R04"
    },
    {
        "description": "G(Sigma(1670) --> N Kbar*(892) , S=3/2 , S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R05"
    },
    {
        "description": "G(Sigma(1670) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R06"
    },
    {
        "description": "G(Sigma(1670) --> Lambda(1405) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B044R4"
    },
    {
        "description": "G(Sigma(1670) --> Lambda(1405) pi)/G(Sigma(1670) --> Sigma(1385) pi)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})$",
        "pdgId": "B044R9"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1670) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B044R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1670) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B044R6"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1670) --> Sigma(1385) pi , S-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044R7"
    },
    {
        "description": "N Kba --> Sigma(1670)  --> /G(total)**21in Sigma(1670) --> Lambda(1405) pG(i)G(f)",
        "description_tex": " N Kba --> Sigma(1670)  --> /$\\Gamma^2_{\\rm total}$~in $\\rightarrow$Sigma(1670) --> Lambda(1405) p$\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}$",
        "pdgId": "B044R8"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1670) --> Lambda(1520) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1670)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B044R10"
    },
    {
        "description": "Sigma(1670) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B044.1"
    },
    {
        "description": "Sigma(1670) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B044.2"
    },
    {
        "description": "Sigma(1670) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B044.3"
    },
    {
        "description": "Sigma(1670) --> Lambda pi pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B044.4"
    },
    {
        "description": "Sigma(1670) --> Sigma pi pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B044.5"
    },
    {
        "description": "Sigma(1670) --> Sigma sigma",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\sigma}}$",
        "pdgId": "B044.62"
    },
    {
        "description": "Sigma(1670) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B044.55"
    },
    {
        "description": "Sigma(1670) --> Sigma(1385) pi, S-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044.6"
    },
    {
        "description": "Sigma(1670) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044.56"
    },
    {
        "description": "Sigma(1670) --> N Kbar^*(892), S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044.57"
    },
    {
        "description": "Sigma(1670) --> N Kbar^*(892), S=3/2, S-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B044.58"
    },
    {
        "description": "Sigma(1670) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B044.59"
    },
    {
        "description": "Sigma(1670) --> Lambda(1405) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1405)}}{{\\mathit \\pi}}$",
        "pdgId": "B044.7"
    },
    {
        "description": "Sigma(1670) --> Lambda(1520) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1670)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B044.8"
    },
    {
        "description": "Sigma(1750)",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$",
        "pdgId": "B057"
    },
    {
        "description": "Sigma(1750) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$ POLE POSITION",
        "pdgId": "B057225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B057RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B057IM"
    },
    {
        "description": "Sigma(1750) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$ POLE RESIDUES",
        "pdgId": "B057250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B057A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B057A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Sigma eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}}$",
        "pdgId": "B057A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B057A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B057A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Sigma(1385) pi, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$ , ${\\mathit D}{\\mathrm -wave}$  ",
        "pdgId": "B057A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> Lambda(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B057A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1750) --> N Kbar*(892) , S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B057A05"
    },
    {
        "description": "Sigma(1750) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$ MASS",
        "pdgId": "B057M"
    },
    {
        "description": "Sigma(1750) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$ WIDTH",
        "pdgId": "B057W"
    },
    {
        "description": "G(Sigma(1750) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R1"
    },
    {
        "description": "G(Sigma(1750) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R02"
    },
    {
        "description": "G(Sigma(1750) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R03"
    },
    {
        "description": "G(Sigma(1750) --> Lambda(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R05"
    },
    {
        "description": "G(Sigma(1750) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R04"
    },
    {
        "description": "G(Sigma(1750) --> N Kbar*(892) , S=1/2)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S=1/2)/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R01"
    },
    {
        "description": "G(Sigma(1750) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B057R00"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1750) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B057R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1750) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B057R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1750) --> Sigma eta",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}}$",
        "pdgId": "B057R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1750) --> Sigma(1385) pi , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B057R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1750) --> Lambda(1520) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1750)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B057R6"
    },
    {
        "description": "Sigma(1750) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B057.1"
    },
    {
        "description": "Sigma(1750) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B057.3"
    },
    {
        "description": "Sigma(1750) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B057.4"
    },
    {
        "description": "Sigma(1750) --> Sigma eta",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}}$",
        "pdgId": "B057.2"
    },
    {
        "description": "Sigma(1750) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B057.5"
    },
    {
        "description": "Sigma(1750) --> Lambda(1520) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B057.6"
    },
    {
        "description": "Sigma(1750) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B057.7"
    },
    {
        "description": "Sigma(1750) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1750)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B057.8"
    },
    {
        "description": "Sigma(1775)",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$",
        "pdgId": "B045"
    },
    {
        "description": "Sigma(1775) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$ POLE POSITION",
        "pdgId": "B045225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B045RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B045IM"
    },
    {
        "description": "Sigma(1775) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$ POLE RESIDUES",
        "pdgId": "B045250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B045A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B045A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B045A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Sigma(1385) pi  ,  D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Sigma(1385) pi  ,  G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B045A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> N Kbar*(892), S=1/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=1/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> N Kbar*(892), S=3/2, G-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$ , $\\mathit S$=3/2, ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B045A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B045A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Lambda(1520) pi  , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B045A09"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Lambda(1520) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B045A10"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1775) --> Delta Kbar  , D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045A11"
    },
    {
        "description": "Sigma(1775) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$ MASS",
        "pdgId": "B045M"
    },
    {
        "description": "Sigma(1775) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$ WIDTH",
        "pdgId": "B045W"
    },
    {
        "description": "G(Sigma(1775) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R1"
    },
    {
        "description": "G(Sigma(1775) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R04"
    },
    {
        "description": "G(Sigma(1775) --> Lambda pi)/G(Sigma(1775) --> N Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})$",
        "pdgId": "B045R6"
    },
    {
        "description": "G(Sigma(1775) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R00"
    },
    {
        "description": "G(Sigma(1775) --> Sigma(1385) pi)/G(Sigma(1775) --> N Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})$",
        "pdgId": "B045R8"
    },
    {
        "description": "G(Sigma(1775) --> Sigma(1385) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R10"
    },
    {
        "description": "G(Sigma(1775) --> Sigma(1385) pi , G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R06"
    },
    {
        "description": "G(Sigma(1775) --> Lambda(1520) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R05"
    },
    {
        "description": "G(Sigma(1775) --> Lambda(1520) pi , P-wave)/G(Sigma(1775) --> N Kbar)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})$",
        "pdgId": "B045R7"
    },
    {
        "description": "G(Sigma(1775) --> Sigma pi pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R9"
    },
    {
        "description": "G(Sigma(1775) --> N Kbar*(892) , S=1/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R11"
    },
    {
        "description": "G(Sigma(1775) --> N Kbar*(892) , S=3/2 , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R08"
    },
    {
        "description": "G(Sigma(1775) --> N Kbar*(892)  , S=3/2 , G-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit G}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B045R09"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B045R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B045R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> Sigma(1385) pi , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> Lambda(1520) pi , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B045R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> Delta(1232) Kbar , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> N Kbar*(892) , S=1/2",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2",
        "pdgId": "B045R02"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1775) --> N Kbar*(892) , S=3/2 , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1775)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045R03"
    },
    {
        "description": "Sigma(1775) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B045.1"
    },
    {
        "description": "Sigma(1775) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B045.2"
    },
    {
        "description": "Sigma(1775) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B045.5"
    },
    {
        "description": "Sigma(1775) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B045.4"
    },
    {
        "description": "Sigma(1775) --> Sigma(1385) pi, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045.6"
    },
    {
        "description": "Sigma(1775) --> Sigma(1385) pi, G-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$  ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B045.11"
    },
    {
        "description": "Sigma(1775) --> Lambda(1520) pi, P-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B045.3"
    },
    {
        "description": "Sigma(1775) --> Sigma pi pi",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}{{\\mathit \\pi}}$",
        "pdgId": "B045.7"
    },
    {
        "description": "Sigma(1775) --> Delta(1232) Kbar, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045.8"
    },
    {
        "description": "Sigma(1775) --> N Kbar^*(892), S=1/2",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2",
        "pdgId": "B045.9"
    },
    {
        "description": "Sigma(1775) --> N Kbar^*(892), S=1/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045.14"
    },
    {
        "description": "Sigma(1775) --> N Kbar^*(892), S=3/2, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B045.10"
    },
    {
        "description": "Sigma(1775) --> N Kbar^*(892) , S=3/2, G-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1775)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit G}{\\mathrm -wave}$",
        "pdgId": "B045.12"
    },
    {
        "description": "Sigma(1780)",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$",
        "pdgId": "B166"
    },
    {
        "description": "Sigma(1780) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$ MASS",
        "pdgId": "B166M"
    },
    {
        "description": "Sigma(1780) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$ WIDTH",
        "pdgId": "B166W"
    },
    {
        "description": "G(Sigma(1780) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B166R01"
    },
    {
        "description": "G(Sigma(1780) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B166R02"
    },
    {
        "description": "G(Sigma(1780) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B166R03"
    },
    {
        "description": "Sigma(1780) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B166.1"
    },
    {
        "description": "Sigma(1780) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B166.2"
    },
    {
        "description": "Sigma(1780) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1780)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B166.3"
    },
    {
        "description": "Sigma(1880)",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$",
        "pdgId": "B067"
    },
    {
        "description": "Sigma(1880) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$ POLE POSITION",
        "pdgId": "B067225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B067RE"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B067IM"
    },
    {
        "description": "Sigma(1880) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$ MASS",
        "pdgId": "B067M"
    },
    {
        "description": "Sigma(1880) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$ WIDTH",
        "pdgId": "B067W"
    },
    {
        "description": "G(Sigma(1880) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B067R1"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1880) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1880)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B067R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1880) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1880)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B067R3"
    },
    {
        "description": "G(Sigma(1880) --> Lambda(1520) pi , D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B067R01"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1880) --> N Kbar*(892) , S=1/2 , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=1/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B067R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1880) --> N Kbar*(892) , S=3/2 , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1880)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2 , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B067R5"
    },
    {
        "description": "G(Sigma(1880) --> Delta(1232) Kbar , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B067R02"
    },
    {
        "description": "Sigma(1880) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B067.1"
    },
    {
        "description": "Sigma(1880) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B067.2"
    },
    {
        "description": "Sigma(1880) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B067.3"
    },
    {
        "description": "Sigma(1880) --> Lambda(1520) pi, D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B067.6"
    },
    {
        "description": "Sigma(1880) --> N Kbar^*(892), S=1/2, P-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=1/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B067.4"
    },
    {
        "description": "Sigma(1880) --> N Kbar^*(892), S=3/2, P-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  ,  $\\mathit S$=3/2 ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B067.5"
    },
    {
        "description": "Sigma(1880) --> Delta(1232) Kbar, P-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1880)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  ,  ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B067.7"
    },
    {
        "description": "Sigma(1900)",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$",
        "pdgId": "B167"
    },
    {
        "description": "Sigma(1900) POLE POSITION",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$ POLE POSITION",
        "pdgId": "B167225"
    },
    {
        "description": "REAL PART",
        "description_tex": "REAL PART",
        "pdgId": "B167A11"
    },
    {
        "description": "-2*IMAGINARY PART",
        "description_tex": "$-2{\\times }$IMAGINARY PART",
        "pdgId": "B167A10"
    },
    {
        "description": "Sigma(1900) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$ POLE RESIDUES",
        "pdgId": "B167250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B167A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B167A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Sigma eta",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}}$",
        "pdgId": "B167A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B167A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Xi K",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B167A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Sigma(1385) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B167A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Lambda(1520) pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B167A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> Delta Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B167A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> N Kbar*(892), S=1/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B167A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1900) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1900)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B167A09"
    },
    {
        "description": "Sigma(1900) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$ MASS",
        "pdgId": "B167M"
    },
    {
        "description": "Sigma(1900) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$ WIDTH",
        "pdgId": "B167W"
    },
    {
        "description": "G(Sigma(1900) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R01"
    },
    {
        "description": "G(Sigma(1900) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R02"
    },
    {
        "description": "G(Sigma(1900) --> Sigma eta)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R00"
    },
    {
        "description": "G(Sigma(1900) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R03"
    },
    {
        "description": "G(Sigma(1900) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R04"
    },
    {
        "description": "G(Sigma(1900) --> Sigma(1385) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R05"
    },
    {
        "description": "G(Sigma(1900) --> Lambda(1520) pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R06"
    },
    {
        "description": "G(Sigma(1900) --> Delta Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R07"
    },
    {
        "description": "G(Sigma(1900) --> N Kbar*(892)   ,  S=1/2  ,  S-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit S}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R08"
    },
    {
        "description": "G(Sigma(1900) --> N Kbar*(892)   ,  S=3/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B167R09"
    },
    {
        "description": "Sigma(1900) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B167.1"
    },
    {
        "description": "Sigma(1900) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B167.2"
    },
    {
        "description": "Sigma(1900) --> Sigma eta",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\eta}}$",
        "pdgId": "B167.3"
    },
    {
        "description": "Sigma(1900) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B167.4"
    },
    {
        "description": "Sigma(1900) --> Xi K",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B167.5"
    },
    {
        "description": "Sigma(1900) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B167.7"
    },
    {
        "description": "Sigma(1900) --> Lambda(1520) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$",
        "pdgId": "B167.6"
    },
    {
        "description": "Sigma(1900) --> Delta Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B167.8"
    },
    {
        "description": "Sigma(1900) --> N Kbar^*(892)  , S=1/2 , S-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B167.9"
    },
    {
        "description": "Sigma(1900) --> N Kbar^*(892)  , S=3/2 , D-wave",
        "description_tex": "${{\\mathit \\Sigma}{(1900)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B167.10"
    },
    {
        "description": "Sigma(1910)",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$",
        "pdgId": "B098"
    },
    {
        "description": "Sigma(1910) POLE RESIDUES",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$ POLE RESIDUES",
        "pdgId": "B098250"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> N Kbar",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B098A00"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Sigma pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B098A01"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Lambda pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B098A02"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Xi pi",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit \\pi}}$",
        "pdgId": "B098A03"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Lambda(1520) pi  , P-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B098A04"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Lambda(1520) pi  , F-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B098A05"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> Delta Kbar  , S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Delta}}{{\\overline{\\mathit K}}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B098A06"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> N Kbar*(892)  , S=3/2, S-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$  , $\\mathit S$=3/2, ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B098A07"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> N Kbar*(892), S=1/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=1/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B098A08"
    },
    {
        "description": "Normalized residue in N Kbar --> Sigma(1910) --> N Kbar*(892), S=3/2, D-wave",
        "description_tex": "Normalized residue in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$, $\\mathit S$=3/2, ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B098A09"
    },
    {
        "description": "Sigma(1910) MASS",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$ MASS",
        "pdgId": "B098M"
    },
    {
        "description": "Sigma(1910) WIDTH",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$ WIDTH",
        "pdgId": "B098W"
    },
    {
        "description": "G(Sigma(1910) --> N Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R1"
    },
    {
        "description": "G(Sigma(1910) --> Lambda pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R01"
    },
    {
        "description": "G(Sigma(1910) --> Sigma pi)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R00"
    },
    {
        "description": "G(Sigma(1910) --> Xi K)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R07"
    },
    {
        "description": "G(Sigma(1910) --> Lambda(1520) pi , P-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R02"
    },
    {
        "description": "G(Sigma(1910) --> Lambda(1520) pi , F-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R03"
    },
    {
        "description": "G(Sigma(1910) --> Delta(1232) Kbar)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R04"
    },
    {
        "description": "G(Sigma(1910) --> N Kbar*(892))/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R09"
    },
    {
        "description": "G(Sigma(1910) --> N Kbar*(892)   ,  S=1/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=1/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R06"
    },
    {
        "description": "G(Sigma(1910) --> N Kbar*(892)   ,  S=3/2  ,  D-wave)/G(total)",
        "description_tex": "$\\Gamma({{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$   ,  $\\mathit S$=3/2  ,  ${\\mathit D}{\\mathrm -wave})/\\Gamma_{\\text{total}}$",
        "pdgId": "B098R08"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Lambda pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B098R2"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Sigma pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B098R3"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Sigma(1385) pi",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B098R8"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Lambda(1520) pi , P-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit P}{\\mathrm -wave}$",
        "pdgId": "B098R4"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Lambda(1520) pi , F-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Lambda}{(1520)}}{{\\mathit \\pi}}$  , ${\\mathit F}{\\mathrm -wave}$",
        "pdgId": "B098R5"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Delta(1232) Kbar , S-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  , ${\\mathit S}{\\mathrm -wave}$",
        "pdgId": "B098R6"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> Delta(1232) Kbar , D-wave",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit \\Delta}{(1232)}}{{\\overline{\\mathit K}}}$  , ${\\mathit D}{\\mathrm -wave}$",
        "pdgId": "B098R7"
    },
    {
        "description": "(G(i)G(f))**1/2/G(total)in N Kbar --> Sigma(1910) --> N Kbar*(892)",
        "description_tex": "($\\Gamma_{{\\it{}i}}\\Gamma_{{\\it{}f}}){}^{1/2{}}/\\Gamma_{\\text{total}}$in ${{\\mathit N}}$  ${{\\overline{\\mathit K}}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1910)}}$  $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}^{*}{(892)}}$",
        "pdgId": "B098R9"
    },
    {
        "description": "Sigma(1910) --> N Kbar",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit N}}{{\\overline{\\mathit K}}}$",
        "pdgId": "B098.1"
    },
    {
        "description": "Sigma(1910) --> Lambda pi",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Lambda}}{{\\mathit \\pi}}$",
        "pdgId": "B098.2"
    },
    {
        "description": "Sigma(1910) --> Sigma pi",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}}{{\\mathit \\pi}}$",
        "pdgId": "B098.3"
    },
    {
        "description": "Sigma(1910) --> Xi K",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Xi}}{{\\mathit K}}$",
        "pdgId": "B098.183"
    },
    {
        "description": "Sigma(1910) --> Sigma(1385) pi",
        "description_tex": "${{\\mathit \\Sigma}{(1910)}}$   $\\rightarrow$   ${{\\mathit \\Sigma}{(1385)}}{{\\mathit \\pi}}$",
        "pdgId": "B098.8"
    },
    {
        "description": "Sigma(1910