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00018 typedef struct {
00019 Char_t name[40];
00020 Int_t code;
00021 Double_t lifetime;
00022 } particle_def_t;
00023
00024 const particle_def_t particle_def[] = {
00025 { "down" , 1, 1.0e-20 },
00026 { "down bar" , -1, 1.0e-20 },
00027 { "up" , 2, 1.0e-20 },
00028 { "up bar" , -2, 1.0e-20 },
00029 { "strange" , 3, 1.0e-20 },
00030 { "strange bar" , -3, 1.0e-20 },
00031 { "charm" , 4, 1.0e-20 },
00032 { "charm bar" , -4, 1.0e-20 },
00033 { "bottom" , 5, 1.0e-20 },
00034 { "bottom bar" , -5, 1.0e-20 },
00035 { "top" , 6, 1.0e-20 },
00036 { "top bar" , -6, 1.0e-20 },
00037 { "gluon" , 21, 1.0e-20 },
00038 { "e-" , 11, 0.0 },
00039 { "e+" , -11, 0.0 },
00040 { "nu(e)" , 12, 0.0 },
00041 { "nu(e) bar" , -12, 0.0 },
00042 { "mu-" , 13, 2.19703e-6 },
00043 { "mu+" , -13, 2.19703e-6 },
00044 { "nu(mu)" , 14, 0.0 },
00045 { "nu(mu) bar" , -14, 0.0 },
00046 { "tau-" , 15, 0.305e-12 },
00047 { "tau+" , -15, 0.305e-12 },
00048 { "nu(tau)" , 16, 0.0 },
00049 { "nu(tau) bar" , -16, 0.0 },
00050 { "gamma" , 22, 0.0 },
00051 { "Z0" , 23, 1.0e-20 },
00052 { "W+" , 24, 1.0e-20 },
00053 { "W-" , -24, 1.0e-20 },
00054 { "pi0" , 111, 8.4e-17 },
00055 { "rho(770)0" , 113, 1.0e-20 },
00056 { "a(2)(1320)0" , 115, 1.0e-20 },
00057 { "rho(3)(1690)0" , 117, 1.0e-20 },
00058 { "K(L)0" , 130, 5.17e-8 },
00059 { "pi+" , 211, 2.6030e-8 },
00060 { "pi-" , -211, 2.6030e-8 },
00061 { "rho(770)+" , 213, 1.0e-20 },
00062 { "rho(770)-" , -213, 1.0e-20 },
00063 { "a(2)(1320)+" , 215, 1.0e-20 },
00064 { "a(2)(1320)-" , -215, 1.0e-20 },
00065 { "rho(3)(1690)+" , 217, 1.0e-20 },
00066 { "rho(3)(1690)-" , -217, 1.0e-20 },
00067 { "eta0" , 221, 1.0e-10 },
00068 { "omega(782)0" , 223, 1.0e-20 },
00069 { "f(2)(1270)0" , 225, 1.0e-20 },
00070 { "omega(3)(1670)0" , 227, 1.0e-20 },
00071 { "f(4)(2050)0" , 229, 1.0e-20 },
00072 { "K(S)0" , 310, 0.8922e-10 },
00073 { "K0" , 311, 1.0e-20 },
00074 { "K0 bar" , -311, 1.0e-20 },
00075 { "K*(892)0" , 313, 1.0e-20 },
00076 { "K*(892)0 bar" , -313, 1.0e-20 },
00077 { "K(2)*(1430)0" , 315, 1.0e-20 },
00078 { "K(2)*(1430)0 bar" , -315, 1.0e-20 },
00079 { "K(3)*(1780)0" , 317, 1.0e-20 },
00080 { "K(3)*(1780)0 bar" , -317, 1.0e-20 },
00081 { "K(4)*(2045)0" , 319, 1.0e-20 },
00082 { "K(4)*(2045)0 bar" , -319, 1.0e-20 },
00083 { "K+" , 321, 1.2371e-8 },
00084 { "K-" , -321, 1.2371e-8 },
00085 { "K*(892)+" , 323, 1.0e-20 },
00086 { "K*(892)-" , -323, 1.0e-20 },
00087 { "K(2)*(1430)+" , 325, 1.0e-20 },
00088 { "K(2)*(1430)-" , -325, 1.0e-20 },
00089 { "K(3)*(1780)+" , 327, 1.0e-20 },
00090 { "K(3)*(1780)-" , -327, 1.0e-20 },
00091 { "K(4)*(2045)+" , 329, 1.0e-20 },
00092 { "K(4)*(2045)-" , -329, 1.0e-20 },
00093 { "eta'(958)0" , 331, 1.0e-20 },
00094 { "phi(1020)0" , 333, 1.0e-20 },
00095 { "f(2)'(1525)0" , 335, 1.0e-20 },
00096 { "phi(3)(1850)0" , 337, 1.0e-20 },
00097 { "D+" , 411, 10.66e-13 },
00098 { "D-" , -411, 10.66e-13 },
00099 { "D*(2010)+" , 413, 1.0e-20 },
00100 { "D*(2010)-" , -413, 1.0e-20 },
00101 { "D(2)*(2460)+" , 415, 1.0e-20 },
00102 { "D(2)*(2460)-" , -415, 1.0e-20 },
00103 { "D0" , 421, 4.20e-13 },
00104 { "D*(2007)0" , 423, 1.0e-20 },
00105 { "D(2)*(2460)0" , 425, 1.0e-20 },
00106 { "D(s)+" , 431, 1.0e-20 },
00107 { "D(s)-" , -431, 1.0e-20 },
00108 { "D(s)*+" , 433, 1.0e-20 },
00109 { "D(s)*-" , -433, 1.0e-20 },
00110 { "eta(c)(1S)0" , 441, 1.0e-20 },
00111 { "J/psi(1S)0" , 443, 1.0e-20 },
00112 { "chi(c2)(1P)0" , 445, 1.0e-20 },
00113 { "B0" , 511, 1.0e-20 },
00114 { "B*0" , 513, 1.0e-20 },
00115 { "B+" , 521, 1.0e-20 },
00116 { "B-" , -521, 1.0e-20 },
00117 { "B*+" , 523, 1.0e-20 },
00118 { "B*-" , -523, 1.0e-20 },
00119 { "B(s)0" , 531, 1.0e-20 },
00120 { "chi(b0)(1P)0" , 551, 1.0e-20 },
00121 { "Upsilon(1S)0" , 553, 1.0e-20 },
00122 { "chi(b2)(1P)0" , 555, 1.0e-20 },
00123 { "Delta(1620)-" , 1112, 1.0e-20 },
00124 { "Delta(1620)+ bar" , -1112, 1.0e-20 },
00125 { "Delta(1232)-" , 1114, 1.0e-20 },
00126 { "Delta(1232)+ bar" , -1114, 1.0e-20 },
00127 { "Delta(1905)-" , 1116, 1.0e-20 },
00128 { "Delta(1905)+ bar" , -1116, 1.0e-20 },
00129 { "Delta(1950)-" , 1118, 1.0e-20 },
00130 { "Delta(1950)+ bar" , -1118, 1.0e-20 },
00131 { "Delta(1620)0" , 1212, 1.0e-20 },
00132 { "Delta(1620)0 bar" , -1212, 1.0e-20 },
00133 { "N(1520)0" , 1214, 1.0e-20 },
00134 { "N(1520)0 bar" , -1214, 1.0e-20 },
00135 { "Delta(1905)0" , 1216, 1.0e-20 },
00136 { "Delta(1905)0 bar" , -1216, 1.0e-20 },
00137 { "N(2190)0" , 1218, 1.0e-20 },
00138 { "N(2190)0 bar" , -1218, 1.0e-20 },
00139 { "n" , 2112, 889.1 },
00140 { "n bar" , -2112, 889.1 },
00141 { "Delta(1232)0" , 2114, 1.0e-20 },
00142 { "Delta(1232)0 bar" , -2114, 1.0e-20 },
00143 { "N(1675)0" , 2116, 1.0e-20 },
00144 { "N(1675)0 bar" , -2116, 1.0e-20 },
00145 { "Delta(1950)0" , 2118, 1.0e-20 },
00146 { "Delta(1950)0 bar" , -2118, 1.0e-20 },
00147 { "Delta(1620)+" , 2122, 1.0e-20 },
00148 { "Delta(1620)- bar" , -2122, 1.0e-20 },
00149 { "N(1520)+" , 2124, 1.0e-20 },
00150 { "N(1520)- bar" , -2124, 1.0e-20 },
00151 { "Delta(1905)+" , 2126, 1.0e-20 },
00152 { "Delta(1905)- bar" , -2126, 1.0e-20 },
00153 { "N(2190)+" , 2128, 1.0e-20 },
00154 { "N(2190)- bar" , -2128, 1.0e-20 },
00155 { "p" , 2212, 0.0 },
00156 { "p bar" , -2212, 0.0 },
00157 { "Delta(1232)+" , 2214, 1.0e-20 },
00158 { "Delta(1232)- bar" , -2214, 1.0e-20 },
00159 { "N(1675)+" , 2216, 1.0e-20 },
00160 { "N(1675)- bar" , -2216, 1.0e-20 },
00161 { "Delta(1950)+" , 2218, 1.0e-20 },
00162 { "Delta(1950)- bar" , -2218, 1.0e-20 },
00163 { "Delta(1620)++" , 2222, 1.0e-20 },
00164 { "Delta(1620)-- bar" , -2222, 1.0e-20 },
00165 { "Delta(1232)++" , 2224, 1.0e-20 },
00166 { "Delta(1232)-- bar" , -2224, 1.0e-20 },
00167 { "Delta(1905)++" , 2226, 1.0e-20 },
00168 { "Delta(1905)-- bar" , -2226, 1.0e-20 },
00169 { "Delta(1950)++" , 2228, 1.0e-20 },
00170 { "Delta(1950)-- bar" , -2228, 1.0e-20 },
00171 { "Sigma-" , 3112, 1.479e-10 },
00172 { "Sigma+ bar" , -3112, 0.799e-10 },
00173 { "Sigma(1385)-" , 3114, 1.0e-20 },
00174 { "Sigma(1385)+ bar" , -3114, 1.0e-20 },
00175 { "Sigma(1775)-" , 3116, 1.0e-20 },
00176 { "Sigma(1775)+ bar" , -3116, 1.0e-20 },
00177 { "Sigma(2030)-" , 3118, 1.0e-20 },
00178 { "Sigma(2030)+ bar" , -3118, 1.0e-20 },
00179 { "Lambda0" , 3122, 1.0e-10 },
00180 { "Lambda0 bar" , -3122, 1.0e-10 },
00181 { "Lambda(1520)0" , 3124, 1.0e-20 },
00182 { "Lambda(1520)0 bar" , -3124, 1.0e-20 },
00183 { "Lambda(1820)0" , 3126, 1.0e-20 },
00184 { "Lambda(1820)0 bar" , -3126, 1.0e-20 },
00185 { "Lambda(2100)0" , 3128, 1.0e-20 },
00186 { "Lambda(2100)0 bar" , -3128, 1.0e-20 },
00187 { "Sigma0" , 3212, 7.4e-20 },
00188 { "Sigma0 bar" , -3212, 7.4e-20 },
00189 { "Sigma(1385)0" , 3214, 1.0e-20 },
00190 { "Sigma(1385)0 bar" , -3214, 1.0e-20 },
00191 { "Sigma(1775)0" , 3216, 1.0e-20 },
00192 { "Sigma(1775)0 bar" , -3216, 1.0e-20 },
00193 { "Sigma(2030)0" , 3218, 1.0e-20 },
00194 { "Sigma(2030)0 bar" , -3218, 1.0e-20 },
00195 { "Sigma+" , 3222, 0.799e-10 },
00196 { "Sigma- bar" , -3222, 1.479e-10 },
00197 { "Sigma(1385)+" , 3224, 1.0e-20 },
00198 { "Sigma(1385)- bar" , -3224, 1.0e-20 },
00199 { "Sigma(1775)+" , 3226, 1.0e-20 },
00200 { "Sigma(1775)- bar" , -3226, 1.0e-20 },
00201 { "Sigma(2030)+" , 3228, 1.0e-20 },
00202 { "Sigma(2030)- bar" , -3228, 1.0e-20 },
00203 { "Xi-" , 3312, 1.639e-10 },
00204 { "Xi+ bar" , -3312, 1.639e-10 },
00205 { "Xi(1530)-" , 3314, 1.0e-20 },
00206 { "Xi(1530)+ bar" , -3314, 1.0e-20 },
00207 { "Xi0" , 3322, 2.9e-10 },
00208 { "Xi0 bar" , -3322, 2.9e-10 },
00209 { "Xi(1530)0" , 3324, 1.0e-20 },
00210 { "Xi(1530)0 bar" , -3324, 1.0e-20 },
00211 { "Omega-" , 3334, 0.822e-10 },
00212 { "Omega+ bar" , -3334, 0.822e-10 },
00213 { "Sigma(c)(2455)0" , 4112, 1.0e-20 },
00214 { "Sigma(c)(2455)0 bar", -4112, 1.0e-20 },
00215 { "Lambda(c)+" , 4122, 1.0e-20 },
00216 { "Lambda(c)- bar" , -4122, 1.0e-20 },
00217 { "Sigma(c)(2455)+" , 4212, 1.0e-20 },
00218 { "Sigma(c)(2455)- bar", -4212, 1.0e-20 },
00219 { "Sigma(c)(2455)++" , 4222, 1.0e-20 },
00220 { "Sigma(c)(2455)-- bar", -4222, 1.0e-20 },
00221 { "Xi(c)0" , 4312, 1.0e-20 },
00222 { "Xi(c)0 bar" , -4312, 1.0e-20 },
00223 { "Xi(c)+" , 4322, 1.0e-20 },
00224 { "Xi(c)- bar" , -4322, 1.0e-20 },
00225 { "Lambda(b)0" , 5122, 1.0e-20 },
00226 { "Lambda(b)0 bar" , -5122, 1.0e-20 },
00227 { "a(0)(980)0" , 10111, 1.0e-20 },
00228 { "b(1)(1235)0" , 10113, 1.0e-20 },
00229 { "pi(2)(1670)0" , 10115, 1.0e-20 },
00230 { "a(0)(980)+" , 10211, 1.0e-20 },
00231 { "a(0)(980)-" , -10211, 1.0e-20 },
00232 { "b(1)(1235)+" , 10213, 1.0e-20 },
00233 { "b(1)(1235)-" , -10213, 1.0e-20 },
00234 { "pi(2)(1670)+" , 10215, 1.0e-20 },
00235 { "pi(2)(1670)-" , -10215, 1.0e-20 },
00236 { "f(0)(980)0" , 10221, 1.0e-20 },
00237 { "h(1)(1170)0" , 10223, 1.0e-20 },
00238 { "K(0)*(1430)0" , 10311, 1.0e-20 },
00239 { "K(0)*(1430)0 bar" , -10311, 1.0e-20 },
00240 { "K(1)(1270)0" , 10313, 1.0e-20 },
00241 { "K(1)(1270)0 bar" , -10313, 1.0e-20 },
00242 { "K(2)(1770)0" , 10315, 1.0e-20 },
00243 { "K(2)(1770)0 bar" , -10315, 1.0e-20 },
00244 { "K(0)*(1430)+" , 10321, 1.0e-20 },
00245 { "K(0)*(1430)-" , -10321, 1.0e-20 },
00246 { "K(1)(1270)+" , 10323, 1.0e-20 },
00247 { "K(1)(1270)-" , -10323, 1.0e-20 },
00248 { "K(2)(1770)+" , 10325, 1.0e-20 },
00249 { "K(2)(1770)-" , -10325, 1.0e-20 },
00250 { "phi(1680)0" , 10333, 1.0e-20 },
00251 { "D(1)(2420)0" , 10423, 1.0e-20 },
00252 { "D(s1)(2536)+" , 10433, 1.0e-20 },
00253 { "D(s1)(2536)-" , -10433, 1.0e-20 },
00254 { "chi(c0)(1P)0" , 10441, 1.0e-20 },
00255 { "chi(c1)(1P)0" , 10443, 1.0e-20 },
00256 { "chi(b0)(2P)0" , 10551, 1.0e-20 },
00257 { "chi(b1)(1P)0" , 10553, 1.0e-20 },
00258 { "chi(b2)(2P)0" , 10555, 1.0e-20 },
00259 { "Delta(1900)-" , 11112, 1.0e-20 },
00260 { "Delta(1900)+ bar" , -11112, 1.0e-20 },
00261 { "Delta(1700)-" , 11114, 1.0e-20 },
00262 { "Delta(1700)+ bar" , -11114, 1.0e-20 },
00263 { "Delta(1930)-" , 11116, 1.0e-20 },
00264 { "Delta(1930)+ bar" , -11116, 1.0e-20 },
00265 { "Delta(1900)0" , 11212, 1.0e-20 },
00266 { "Delta(1900)0 bar" , -11212, 1.0e-20 },
00267 { "Delta(1930)0" , 11216, 1.0e-20 },
00268 { "Delta(1930)0 bar" , -11216, 1.0e-20 },
00269 { "N(1440)0" , 12112, 1.0e-20 },
00270 { "N(1440)0 bar" , -12112, 1.0e-20 },
00271 { "Delta(1700)0" , 12114, 1.0e-20 },
00272 { "Delta(1700)0 bar" , -12114, 1.0e-20 },
00273 { "N(1680)0" , 12116, 1.0e-20 },
00274 { "N(1680)0 bar" , -12116, 1.0e-20 },
00275 { "Delta(1900)+" , 12122, 1.0e-20 },
00276 { "Delta(1900)- bar" , -12122, 1.0e-20 },
00277 { "Delta(1930)+" , 12126, 1.0e-20 },
00278 { "Delta(1930)- bar" , -12126, 1.0e-20 },
00279 { "N(1440)+" , 12212, 1.0e-20 },
00280 { "N(1440)- bar" , -12212, 1.0e-20 },
00281 { "Delta(1700)+" , 12214, 1.0e-20 },
00282 { "Delta(1700)- bar" , -12214, 1.0e-20 },
00283 { "N(1680)+" , 12216, 1.0e-20 },
00284 { "N(1680)- bar" , -12216, 1.0e-20 },
00285 { "Delta(1900)++" , 12222, 1.0e-20 },
00286 { "Delta(1900)-- bar" , -12222, 1.0e-20 },
00287 { "Delta(1700)++" , 12224, 1.0e-20 },
00288 { "Delta(1700)-- bar" , -12224, 1.0e-20 },
00289 { "Delta(1930)++" , 12226, 1.0e-20 },
00290 { "Delta(1930)-- bar" , -12226, 1.0e-20 },
00291 { "Sigma(1660)-" , 13112, 1.0e-20 },
00292 { "Sigma(1660)+ bar" , -13112, 1.0e-20 },
00293 { "Sigma(1670)-" , 13114, 1.0e-20 },
00294 { "Sigma(1670)+ bar" , -13114, 1.0e-20 },
00295 { "Sigma(1915)-" , 13116, 1.0e-20 },
00296 { "Sigma(1915)+ bar" , -13116, 1.0e-20 },
00297 { "Lambda(1405)0" , 13122, 1.0e-20 },
00298 { "Lambda(1405)0 bar" , -13122, 1.0e-20 },
00299 { "Lambda(1690)0" , 13124, 1.0e-20 },
00300 { "Lambda(1690)0 bar" , -13124, 1.0e-20 },
00301 { "Lambda(1830)0" , 13126, 1.0e-20 },
00302 { "Lambda(1830)0 bar" , -13126, 1.0e-20 },
00303 { "Sigma(1660)0" , 13212, 1.0e-20 },
00304 { "Sigma(1660)0 bar" , -13212, 1.0e-20 },
00305 { "Sigma(1670)0" , 13214, 1.0e-20 },
00306 { "Sigma(1670)0 bar" , -13214, 1.0e-20 },
00307 { "Sigma(1915)0" , 13216, 1.0e-20 },
00308 { "Sigma(1915)0 bar" , -13216, 1.0e-20 },
00309 { "Sigma(1660)+" , 13222, 1.0e-20 },
00310 { "Sigma(1660)- bar" , -13222, 1.0e-20 },
00311 { "Sigma(1670)+" , 13224, 1.0e-20 },
00312 { "Sigma(1670)- bar" , -13224, 1.0e-20 },
00313 { "Sigma(1915)+" , 13226, 1.0e-20 },
00314 { "Sigma(1915)- bar" , -13226, 1.0e-20 },
00315 { "Xi(1820)-" , 13314, 1.0e-20 },
00316 { "Xi(1820)+ bar" , -13314, 1.0e-20 },
00317 { "Xi(1820)0" , 13324, 1.0e-20 },
00318 { "Xi(1820)0 bar" , -13324, 1.0e-20 },
00319 { "pi(1300)0" , 20111, 1.0e-20 },
00320 { "a(1)(1260)0" , 20113, 1.0e-20 },
00321 { "pi(1300)+" , 20211, 1.0e-20 },
00322 { "pi(1300)-" , -20211, 1.0e-20 },
00323 { "a(1)(1260)+" , 20213, 1.0e-20 },
00324 { "a(1)(1260)-" , -20213, 1.0e-20 },
00325 { "eta(1295)0" , 20221, 1.0e-20 },
00326 { "f(1)(1285)0" , 20223, 1.0e-20 },
00327 { "f(2)(2010)0" , 20225, 1.0e-20 },
00328 { "K(1)(1400)0" , 20313, 1.0e-20 },
00329 { "K(1)(1400)0 bar" , -20313, 1.0e-20 },
00330 { "K(2)(1820)0" , 20315, 1.0e-20 },
00331 { "K(2)(1820)0 bar" , -20315, 1.0e-20 },
00332 { "K(1)(1400)+" , 20323, 1.0e-20 },
00333 { "K(1)(1400)-" , -20323, 1.0e-20 },
00334 { "K(2)(1820)+" , 20325, 1.0e-20 },
00335 { "K(2)(1820)-" , -20325, 1.0e-20 },
00336 { "psi(2S)0" , 20443, 1.0e-20 },
00337 { "Upsilon(2S)0" , 20553, 1.0e-20 },
00338 { "Delta(1910)-" , 21112, 1.0e-20 },
00339 { "Delta(1910)+ bar" , -21112, 1.0e-20 },
00340 { "Delta(1920)-" , 21114, 1.0e-20 },
00341 { "Delta(1920)+ bar" , -21114, 1.0e-20 },
00342 { "Delta(1910)0" , 21212, 1.0e-20 },
00343 { "Delta(1910)0 bar" , -21212, 1.0e-20 },
00344 { "N(1700)0" , 21214, 1.0e-20 },
00345 { "N(1700)0 bar" , -21214, 1.0e-20 },
00346 { "N(1535)0" , 22112, 1.0e-20 },
00347 { "N(1535)0 bar" , -22112, 1.0e-20 },
00348 { "Delta(1920)0" , 22114, 1.0e-20 },
00349 { "Delta(1920)0 bar" , -22114, 1.0e-20 },
00350 { "Delta(1910)+" , 22122, 1.0e-20 },
00351 { "Delta(1910)- bar" , -22122, 1.0e-20 },
00352 { "N(1700)+" , 22124, 1.0e-20 },
00353 { "N(1700)- bar" , -22124, 1.0e-20 },
00354 { "N(1535)+" , 22212, 1.0e-20 },
00355 { "N(1535)- bar" , -22212, 1.0e-20 },
00356 { "Delta(1920)+" , 22214, 1.0e-20 },
00357 { "Delta(1920)- bar" , -22214, 1.0e-20 },
00358 { "Delta(1910)++" , 22222, 1.0e-20 },
00359 { "Delta(1910)-- bar" , -22222, 1.0e-20 },
00360 { "Delta(1920)++" , 22224, 1.0e-20 },
00361 { "Delta(1920)-- bar" , -22224, 1.0e-20 },
00362 { "Sigma(1750)-" , 23112, 1.0e-20 },
00363 { "Sigma(1750)+ bar" , -23112, 1.0e-20 },
00364 { "Sigma(1940)-" , 23114, 1.0e-20 },
00365 { "Sigma(1940)+ bar" , -23114, 1.0e-20 },
00366 { "Lambda(1600)0" , 23122, 1.0e-20 },
00367 { "Lambda(1600)0 bar" , -23122, 1.0e-20 },
00368 { "Lambda(1890)0" , 23124, 1.0e-20 },
00369 { "Lambda(1890)0 bar" , -23124, 1.0e-20 },
00370 { "Lambda(2110)0" , 23126, 1.0e-20 },
00371 { "Lambda(2110)0 bar" , -23126, 1.0e-20 },
00372 { "Sigma(1750)0" , 23212, 1.0e-20 },
00373 { "Sigma(1750)0 bar" , -23212, 1.0e-20 },
00374 { "Sigma(1940)0" , 23214, 1.0e-20 },
00375 { "Sigma(1940)0 bar" , -23214, 1.0e-20 },
00376 { "Sigma(1750)+" , 23222, 1.0e-20 },
00377 { "Sigma(1750)- bar" , -23222, 1.0e-20 },
00378 { "Sigma(1940)+" , 23224, 1.0e-20 },
00379 { "Sigma(1940)- bar" , -23224, 1.0e-20 },
00380 { "rho(1700)0" , 30113, 1.0e-20 },
00381 { "rho(1700)+" , 30213, 1.0e-20 },
00382 { "rho(1700)-" , -30213, 1.0e-20 },
00383 { "f(1)(1420)0" , 30223, 1.0e-20 },
00384 { "f(2)(2300)0" , 30225, 1.0e-20 },
00385 { "K*(1410)0" , 30313, 1.0e-20 },
00386 { "K*(1410)0 bar" , -30313, 1.0e-20 },
00387 { "K*(1410)+" , 30323, 1.0e-20 },
00388 { "K*(1410)-" , -30323, 1.0e-20 },
00389 { "psi(3770)0" , 30443, 1.0e-20 },
00390 { "Upsilon(3S)0" , 30553, 1.0e-20 },
00391 { "Delta(1600)-" , 31114, 1.0e-20 },
00392 { "Delta(1600)+ bar" , -31114, 1.0e-20 },
00393 { "N(1720)0" , 31214, 1.0e-20 },
00394 { "N(1720)0 bar" , -31214, 1.0e-20 },
00395 { "N(1650)0" , 32112, 1.0e-20 },
00396 { "N(1650)0 bar" , -32112, 1.0e-20 },
00397 { "Delta(1600)0" , 32114, 1.0e-20 },
00398 { "Delta(1600)0 bar" , -32114, 1.0e-20 },
00399 { "N(1720)+" , 32124, 1.0e-20 },
00400 { "N(1720)- bar" , -32124, 1.0e-20 },
00401 { "N(1650)+" , 32212, 1.0e-20 },
00402 { "N(1650)- bar" , -32212, 1.0e-20 },
00403 { "Delta(1600)+" , 32214, 1.0e-20 },
00404 { "Delta(1600)- bar" , -32214, 1.0e-20 },
00405 { "Delta(1600)++" , 32224, 1.0e-20 },
00406 { "Delta(1600)-- bar" , -32224, 1.0e-20 },
00407 { "Lambda(1670)0" , 33122, 1.0e-20 },
00408 { "Lambda(1670)0 bar" , -33122, 1.0e-20 },
00409 { "rho(1450)0" , 40113, 1.0e-20 },
00410 { "rho(1450)+" , 40213, 1.0e-20 },
00411 { "rho(1450)-" , -40213, 1.0e-20 },
00412 { "eta(1440)0" , 40221, 1.0e-20 },
00413 { "f(1)(1510)0" , 40223, 1.0e-20 },
00414 { "f(2)(2340)0" , 40225, 1.0e-20 },
00415 { "K*(1680)0" , 40313, 1.0e-20 },
00416 { "K*(1680)0 bar" , -40313, 1.0e-20 },
00417 { "K*(1680)+" , 40323, 1.0e-20 },
00418 { "K*(1680)-" , -40323, 1.0e-20 },
00419 { "psi(4040)0" , 40443, 1.0e-20 },
00420 { "Upsilon(4S)0" , 40553, 1.0e-20 },
00421 { "N(1710)0" , 42112, 1.0e-20 },
00422 { "N(1710)0 bar" , -42112, 1.0e-20 },
00423 { "N(1710)+" , 42212, 1.0e-20 },
00424 { "N(1710)- bar" , -42212, 1.0e-20 },
00425 { "Lambda(1800)0" , 43122, 1.0e-20 },
00426 { "Lambda(1800)0 bar" , -43122, 1.0e-20 },
00427 { "f(0)(1590)0" , 50221, 1.0e-20 },
00428 { "omega(1420)0" , 50223, 1.0e-20 },
00429 { "psi(4160)0" , 50443, 1.0e-20 },
00430 { "Upsilon(10860)0" , 50553, 1.0e-20 },
00431 { "Lambda(1810)0" , 53122, 1.0e-20 },
00432 { "Lambda(1810)0 bar" , -53122, 1.0e-20 },
00433 { "f(J)(1710)0" , 60221, 1.0e-20 },
00434 { "omega(1600)0" , 60223, 1.0e-20 },
00435 { "psi(4415)0" , 60443, 1.0e-20 },
00436 { "Upsilon(11020)0" , 60553, 1.0e-20 },
00437 { "chi(b1)(2P)0" , 70553, 1.0e-20 },
00438 { "Rootino" , 0, 1.0e-20 }
00439 };
00440
00441 #define total_defs 414
00442
