

     PDG96 new scheme    PDG96       PDG96 new scheme    PDG96
          1         1         1          -1        -1        -1
          2         2         2          -2        -2        -2
          3         3         3          -3        -3        -3
          4         4         4          -4        -4        -4
          5         5         5          -5        -5        -5
          6         6         6          -6        -6        -6
          9         9         9          -9        -9        -9
         11        11        11         -11       -11       -11
         12        12        12         -12       -12       -12
         13        13        13         -13       -13       -13
         14        14        14         -14       -14       -14
         15        15        15         -15       -15       -15
         16        16        16         -16       -16       -16
         21        21        21
         22        22        22
         23        23        23
         24        24        24         -24       -24       -24
         25        25        25
         35        35        35
         36        36        36
         37        37        37         -37       -37       -37
         81        81        81         -81       -81       -81
         82        82        82         -82       -82       -82
         83        83        83         -83       -83       -83
         84        84        84         -84       -84       -84
         85        85        85         -85       -85       -85
         86        86        86         -86       -86       -86
         87        87        87         -87       -87       -87
         88        88        88         -88       -88       -88
         89        89        89         -89       -89       -89
         90        90        90         -90       -90       -90
         91        91        91         -91       -91       -91
         92        92        92         -92       -92       -92
         93        93        93         -93       -93       -93
         94        94        94         -94       -94       -94
         95        95        95         -95       -95       -95
         96        96        96         -96       -96       -96
         97        97        97         -97       -97       -97
         98        98        98         -98       -98       -98
         99        99        99         -99       -99       -99
       1103      1103      1103       -1103     -1103     -1103
       2101      2101      2101       -2101     -2101     -2101
       2103      2103      2103       -2103     -2103     -2103
       2203      2203      2203       -2203     -2203     -2203
       3101      3101      3101       -3101     -3101     -3101
       3103      3103      3103       -3103     -3103     -3103
       3201      3201      3201       -3201     -3201     -3201
       3203      3203      3203       -3203     -3203     -3203
      30221     10221     30221      -30221    -10221    -30221
      14122     14122     14122      -14122    -14122    -14122
       4332      4332      4332       -4332     -4332     -4332


                           PDG96 new scheme    PDG96       PDG96 new scheme    PDG96


          ********************************************************
          *       STDHEP version 4.02  -  May 13, 1998           *
          ********************************************************


 gamma               0         22        22        22
 W                   +         24        24        24         -24       -24       -24
 Z                   0         23        23        23
 nu(e)               0         12        12        12         -12       -12       -12
 nu(mu)              0         14        14        14         -14       -14       -14
 nu(tau)             0         16        16        16         -16       -16       -16
 e                   -         11        11        11         -11       -11       -11
 mu                  -         13        13        13         -13       -13       -13
 tau                 -         15        15        15         -15       -15       -15
 Searches            0          6         6         6          -6        -6        -6
 Searches            0          6         6         6          -6        -6        -6
 pi                  +        211       211       211        -211      -211      -211
 pi                  0        111       111       111        -111      -111      -111
 eta                 0        221       221       221        -221      -221      -221
 rho(770)          0,+        113       113       113        -113      -113      -113
 rho(770)          0,+        213       213       213        -213      -213      -213
 omega(782)          0        223       223       223        -223      -223      -223
 eta'(958)           0        331       331       331        -331      -331      -331
 f(0)(980)           0      10221   9010221     40221      -10221  -9010221    -40221
 a(0)(980)         0,+      10111   9000111     10111      -10111  -9000111    -10111
 a(0)(980)         0,+      10211   9000211     10211      -10211  -9000211    -10211
 phi(1020)           0        333       333       333        -333      -333      -333
 h(1)(1170)          0      10223     10223     10223      -10223    -10223    -10223
 b(1)(1235)        0,+      10113     10113     10113      -10113    -10113    -10113
 b(1)(1235)        0,+      10213     10213     10213      -10213    -10213    -10213
 a(1)(1260)        0,+      20113     20113     20113      -20113    -20113    -20113
 a(1)(1260)        0,+      20213     20213     20213      -20213    -20213    -20213
 f(2)(1270)          0        225       225       225        -225      -225      -225
 f(1)(1285)          0      20223     20223     20223      -20223    -20223    -20223
 eta(1295)           0      20221    100221     20221      -20221   -100221    -20221
 pi(1300)          0,+      20111    100111     20111      -20111   -100111    -20111
 pi(1300)          0,+      20211    100211     20211      -20211   -100211    -20211
 a(2)(1320)        0,+        115       115       115        -115      -115      -115
 a(2)(1320)        0,+        215       215       215        -215      -215      -215
 f(1)(1420)          0      30223     20333     30223      -30223    -20333    -30223
 omega(1420)         0      50223    100223     50223      -50223   -100223    -50223
 eta(1440)           0      40221   9010221     40221      -40221  -9010221    -40221
 rho(1450)         0,+      40113    100113     40113      -40113   -100113    -40113
 rho(1450)         0,+      40213    100213     40213      -40213   -100213    -40213
 f(1)(1510)          0      40223   9000223     40223      -40223  -9000223    -40223
 f(2)'(1525)         0        335       335       335        -335      -335      -335
 f(0)(1590)          0      50221   9020221     50221      -50221  -9020221    -50221
 omega(1600)         0      60223     30223     60223      -60223    -30223    -60223
 omega(3)(1670)      0        227       227       227        -227      -227      -227
 pi(2)(1670)       0,+      10115     10115     10115      -10115    -10115    -10115
 pi(2)(1670)       0,+      10215     10215     10215      -10215    -10215    -10215
 phi(1680)           0      10333    100333     10333      -10333   -100333    -10333
 rho(3)(1690)      0,+        117       117       117        -117      -117      -117
 rho(3)(1690)      0,+        217       217       217        -217      -217      -217
 rho(1700)         0,+      30113     30113     30113      -30113    -30113    -30113
 rho(1700)         0,+      30213     30213     30213      -30213    -30213    -30213
 PDGTONEW: 60221 has been used for both f0(400-1200) and fJ(1710)
 PDGTONEW: 60221 has been used for both f0(400-1200) and fJ(1710)
 f(J)(1710)          0      60221   9000221     60221      -60221  -9000221    -60221
 phi(3)(1850)        0        337       337       337        -337      -337      -337
 f(2)(2010)          0      20225    100335     20225      -20225   -100335    -20225
 f(4)(2050)          0        229       229       229        -229      -229      -229
 f(2)(2300)          0      30225   9050225     30225      -30225  -9050225    -30225
 f(2)(2340)          0      40225   9060225     40225      -40225  -9060225    -40225
 K                   +        321       321       321        -321      -321      -321
 K                   0        311       311       311        -311      -311      -311
 K(S)                0        310       310       310
 K(L)                0        130       130       130
 K*(892)             +        323       323       323        -323      -323      -323
 K*(892)             0        313       313       313        -313      -313      -313
 K(1)(1270)        0,+      10313     10313     10313      -10313    -10313    -10313
 K(1)(1270)        0,+      10323     10323     10323      -10323    -10323    -10323
 K(1)(1400)        0,+      20313     20313     20313      -20313    -20313    -20313
 K(1)(1400)        0,+      20323     20323     20323      -20323    -20323    -20323
 K*(1410)          0,+      30313    100313     30313      -30313   -100313    -30313
 K*(1410)          0,+      30323    100323     30323      -30323   -100323    -30323
 K(0)*(1430)       0,+      10311     10311     10311      -10311    -10311    -10311
 K(0)*(1430)       0,+      10321     10321     10321      -10321    -10321    -10321
 K(2)*(1430)         +        325       325       325        -325      -325      -325
 K(2)*(1430)         0        315       315       315        -315      -315      -315
 K*(1680)          0,+      40313     30313     40313      -40313    -30313    -40313
 K*(1680)          0,+      40323     30323     40323      -40323    -30323    -40323
 K(2)(1770)        0,+      10315     10315     10315      -10315    -10315    -10315
 K(2)(1770)        0,+      10325     10325     10325      -10325    -10325    -10325
 K(3)*(1780)       0,+        317       317       317        -317      -317      -317
 K(3)*(1780)       0,+        327       327       327        -327      -327      -327
 K(2)(1820)        0,+      20315     20315     20315      -20315    -20315    -20315
 K(2)(1820)        0,+      20325     20325     20325      -20325    -20325    -20325
 K(4)*(2045)       0,+        319       319       319        -319      -319      -319
 K(4)*(2045)       0,+        329       329       329        -329      -329      -329
 D                   +        411       411       411        -411      -411      -411
 D                   0        421       421       421        -421      -421      -421
 D*(2007)            0        423       423       423        -423      -423      -423
 D*(2010)            +        413       413       413        -413      -413      -413
 D(1)(2420)          0      10423     10423     10423      -10423    -10423    -10423
 D(2)*(2460)         0        425       425       425        -425      -425      -425
 D(2)*(2460)         +        415       415       415        -415      -415      -415
 D(s)                +        431       431       431        -431      -431      -431
 D(s)*               +        433       433       433        -433      -433      -433
 D(s1)(2536)         +      10433     10433     10433      -10433    -10433    -10433
 B                   +        521       521       521        -521      -521      -521
 B                   0        511       511       511        -511      -511      -511
 B*                0,+        513       513       513        -513      -513      -513
 B*                0,+        523       523       523        -523      -523      -523
 B(s)                0        531       531       531        -531      -531      -531
 eta(c)(1S)          0        441       441       441        -441      -441      -441
 J/psi(1S)           0        443       443       443        -443      -443      -443
 chi(c0)(1P)         0      10441     10441     10441      -10441    -10441    -10441
 chi(c1)(1P)         0      10443     20443     10443      -10443    -20443    -10443
 chi(c2)(1P)         0        445       445       445        -445      -445      -445
 psi(2S)             0      20443    100443     20443      -20443   -100443    -20443
 psi(3770)           0      30443     30443     30443      -30443    -30443    -30443
 psi(4040)           0      40443   9000443     40443      -40443  -9000443    -40443
 psi(4160)           0      50443   9010443     50443      -50443  -9010443    -50443
 psi(4415)           0      60443   9020443     60443      -60443  -9020443    -60443
 Upsilon(1S)         0        553       553       553        -553      -553      -553
 chi(b0)(1P)         0        551     10551       551        -551    -10551      -551
 chi(b1)(1P)         0      10553     20553     10553      -10553    -20553    -10553
 chi(b2)(1P)         0        555       555       555        -555      -555      -555
 Upsilon(2S)         0      20553    100553     20553      -20553   -100553    -20553
 chi(b0)(2P)         0      10551    110551     10551      -10551   -110551    -10551
 chi(b1)(2P)         0      70553    120553     70553      -70553   -120553    -70553
 chi(b2)(2P)         0      10555    100555     10555      -10555   -100555    -10555
 Upsilon(3S)         0      30553    200553     30553      -30553   -200553    -30553
 Upsilon(4S)         0      40553    300553     40553      -40553   -300553    -40553
 Upsilon(10860)      0      50553   9000553     50553      -50553  -9000553    -50553
 Upsilon(11020)      0      60553   9010553     60553      -60553  -9010553    -60553
 p                   +       2212      2212      2212       -2212     -2212     -2212
 n                   0       2112      2112      2112       -2112     -2112     -2112
 N(1440)           0,+      12112     12112     12112      -12112    -12112    -12112
 N(1440)           0,+      12212     12212     12212      -12212    -12212    -12212
 N(1520)           0,+       1214      1214      1214       -1214     -1214     -1214
 N(1520)           0,+       2124      2124      2124       -2124     -2124     -2124
 N(1535)           0,+      22112     22112     22112      -22112    -22112    -22112
 N(1535)           0,+      22212     22212     22212      -22212    -22212    -22212
 N(1650)           0,+      32112     32112     32112      -32112    -32112    -32112
 N(1650)           0,+      32212     32212     32212      -32212    -32212    -32212
 N(1675)           0,+       2116      2116      2116       -2116     -2116     -2116
 N(1675)           0,+       2216      2216      2216       -2216     -2216     -2216
 N(1680)           0,+      12116     12116     12116      -12116    -12116    -12116
 N(1680)           0,+      12216     12216     12216      -12216    -12216    -12216
 N(1700)           0,+      21214     21214     21214      -21214    -21214    -21214
 N(1700)           0,+      22124     22124     22124      -22124    -22124    -22124
 N(1710)           0,+      42112     42112     42112      -42112    -42112    -42112
 N(1710)           0,+      42212     42212     42212      -42212    -42212    -42212
 N(1720)           0,+      31214     31214     31214      -31214    -31214    -31214
 N(1720)           0,+      32124     32124     32124      -32124    -32124    -32124
 N(2190)           0,+       1218      1218      1218       -1218     -1218     -1218
 N(2190)           0,+       2128      2128      2128       -2128     -2128     -2128
 Delta(1232)  -,0,+,++       1114      1114      1114       -1114     -1114     -1114
 Delta(1232)  -,0,+,++       2114      2114      2114       -2114     -2114     -2114
 Delta(1232)  -,0,+,++       2214      2214      2214       -2214     -2214     -2214
 Delta(1232)  -,0,+,++       2224      2224      2224       -2224     -2224     -2224
 Delta(1600)  -,0,+,++      31114     31114     31114      -31114    -31114    -31114
 Delta(1600)  -,0,+,++      32114     32114     32114      -32114    -32114    -32114
 Delta(1600)  -,0,+,++      32214     32214     32214      -32214    -32214    -32214
 Delta(1600)  -,0,+,++      32224     32224     32224      -32224    -32224    -32224
 Delta(1620)  -,0,+,++       1112      1112      1112       -1112     -1112     -1112
 Delta(1620)  -,0,+,++       1212      1212      1212       -1212     -1212     -1212
 Delta(1620)  -,0,+,++       2122      2122      2122       -2122     -2122     -2122
 Delta(1620)  -,0,+,++       2222      2222      2222       -2222     -2222     -2222
 Delta(1700)  -,0,+,++      11114     11114     11114      -11114    -11114    -11114
 Delta(1700)  -,0,+,++      12114     12114     12114      -12114    -12114    -12114
 Delta(1700)  -,0,+,++      12214     12214     12214      -12214    -12214    -12214
 Delta(1700)  -,0,+,++      12224     12224     12224      -12224    -12224    -12224
 Delta(1900)  -,0,+,++      11112     11112     11112      -11112    -11112    -11112
 Delta(1900)  -,0,+,++      11212     11212     11212      -11212    -11212    -11212
 Delta(1900)  -,0,+,++      12122     12122     12122      -12122    -12122    -12122
 Delta(1900)  -,0,+,++      12222     12222     12222      -12222    -12222    -12222
 Delta(1905)  -,0,+,++       1116      1116      1116       -1116     -1116     -1116
 Delta(1905)  -,0,+,++       1216      1216      1216       -1216     -1216     -1216
 Delta(1905)  -,0,+,++       2126      2126      2126       -2126     -2126     -2126
 Delta(1905)  -,0,+,++       2226      2226      2226       -2226     -2226     -2226
 Delta(1910)  -,0,+,++      21112     21112     21112      -21112    -21112    -21112
 Delta(1910)  -,0,+,++      21212     21212     21212      -21212    -21212    -21212
 Delta(1910)  -,0,+,++      22122     22122     22122      -22122    -22122    -22122
 Delta(1910)  -,0,+,++      22222     22222     22222      -22222    -22222    -22222
 Delta(1920)  -,0,+,++      21114     21114     21114      -21114    -21114    -21114
 Delta(1920)  -,0,+,++      22114     22114     22114      -22114    -22114    -22114
 Delta(1920)  -,0,+,++      22214     22214     22214      -22214    -22214    -22214
 Delta(1920)  -,0,+,++      22224     22224     22224      -22224    -22224    -22224
 Delta(1930)  -,0,+,++      11116     11116     11116      -11116    -11116    -11116
 Delta(1930)  -,0,+,++      11216     11216     11216      -11216    -11216    -11216
 Delta(1930)  -,0,+,++      12126     12126     12126      -12126    -12126    -12126
 Delta(1930)  -,0,+,++      12226     12226     12226      -12226    -12226    -12226
 Delta(1950)  -,0,+,++       1118      1118      1118       -1118     -1118     -1118
 Delta(1950)  -,0,+,++       2118      2118      2118       -2118     -2118     -2118
 Delta(1950)  -,0,+,++       2218      2218      2218       -2218     -2218     -2218
 Delta(1950)  -,0,+,++       2228      2228      2228       -2228     -2228     -2228
 Lambda              0       3122      3122      3122       -3122     -3122     -3122
 Lambda(1405)        0      13122     13122     13122      -13122    -13122    -13122
 Lambda(1520)        0       3124      3124      3124       -3124     -3124     -3124
 Lambda(1600)        0      23122     23122     23122      -23122    -23122    -23122
 Lambda(1670)        0      33122     33122     33122      -33122    -33122    -33122
 Lambda(1690)        0      13124     13124     13124      -13124    -13124    -13124
 Lambda(1800)        0      43122     43122     43122      -43122    -43122    -43122
 Lambda(1810)        0      53122     53122     53122      -53122    -53122    -53122
 Lambda(1820)        0       3126      3126      3126       -3126     -3126     -3126
 Lambda(1830)        0      13126     13126     13126      -13126    -13126    -13126
 Lambda(1890)        0      23124     23124     23124      -23124    -23124    -23124
 Lambda(2100)        0       3128      3128      3128       -3128     -3128     -3128
 Lambda(2110)        0      23126     23126     23126      -23126    -23126    -23126
 Sigma               +       3222      3222      3222       -3222     -3222     -3222
 Sigma               0       3212      3212      3212       -3212     -3212     -3212
 Sigma               -       3112      3112      3112       -3112     -3112     -3112
 Sigma(1385)         +       3224      3224      3224       -3224     -3224     -3224
 Sigma(1385)         0       3214      3214      3214       -3214     -3214     -3214
 Sigma(1385)         -       3114      3114      3114       -3114     -3114     -3114
 Sigma(1660)     -,0,+      13112     13112     13112      -13112    -13112    -13112
 Sigma(1660)     -,0,+      13212     13212     13212      -13212    -13212    -13212
 Sigma(1660)     -,0,+      13222     13222     13222      -13222    -13222    -13222
 Sigma(1670)     -,0,+      13114     13114     13114      -13114    -13114    -13114
 Sigma(1670)     -,0,+      13214     13214     13214      -13214    -13214    -13214
 Sigma(1670)     -,0,+      13224     13224     13224      -13224    -13224    -13224
 Sigma(1750)     -,0,+      23112     23112     23112      -23112    -23112    -23112
 Sigma(1750)     -,0,+      23212     23212     23212      -23212    -23212    -23212
 Sigma(1750)     -,0,+      23222     23222     23222      -23222    -23222    -23222
 Sigma(1775)     -,0,+       3116      3116      3116       -3116     -3116     -3116
 Sigma(1775)     -,0,+       3216      3216      3216       -3216     -3216     -3216
 Sigma(1775)     -,0,+       3226      3226      3226       -3226     -3226     -3226
 Sigma(1915)     -,0,+      13116     13116     13116      -13116    -13116    -13116
 Sigma(1915)     -,0,+      13216     13216     13216      -13216    -13216    -13216
 Sigma(1915)     -,0,+      13226     13226     13226      -13226    -13226    -13226
 Sigma(1940)     -,0,+      23114     23114     23114      -23114    -23114    -23114
 Sigma(1940)     -,0,+      23214     23214     23214      -23214    -23214    -23214
 Sigma(1940)     -,0,+      23224     23224     23224      -23224    -23224    -23224
 Sigma(2030)     -,0,+       3118      3118      3118       -3118     -3118     -3118
 Sigma(2030)     -,0,+       3218      3218      3218       -3218     -3218     -3218
 Sigma(2030)     -,0,+       3228      3228      3228       -3228     -3228     -3228
 Xi                  0       3322      3322      3322       -3322     -3322     -3322
 Xi                  -       3312      3312      3312       -3312     -3312     -3312
 Xi(1530)            0       3324      3324      3324       -3324     -3324     -3324
 Xi(1530)            -       3314      3314      3314       -3314     -3314     -3314
 Xi(1820)          -,0      13314     13314     13314      -13314    -13314    -13314
 Xi(1820)          -,0      13324     13324     13324      -13324    -13324    -13324
 Omega               -       3334      3334      3334       -3334     -3334     -3334
 Lambda(c)           +       4122      4122      4122       -4122     -4122     -4122
 Sigma(c)(2455)     ++       4222      4222      4222       -4222     -4222     -4222
 Sigma(c)(2455)      +       4212      4212      4212       -4212     -4212     -4212
 Sigma(c)(2455)      0       4112      4112      4112       -4112     -4112     -4112
 Xi(c)               +       4322      4232      4322       -4322     -4232     -4322
 Xi(c)               0       4312      4132      4312       -4312     -4132     -4312
 Lambda(b)           0       5122      5122      5122       -5122     -5122     -5122

real 0.49
user 0.14
sys  0.15
testpdg.csh (pid 23941) command: testpdg.csh
testpdg.csh (pid 23941) started  Wed May 20 17:40:07 CDT 1998.
testpdg.csh (pid 23941) finished Wed May 20 17:40:07 CDT 1998 with status 0.
