- V0MScaleFactor[0] = 0.956841;
- V0MScaleFactor[1] = 0.958274;
- V0MScaleFactor[204] = 1.0046;
- V0MScaleFactor[205] = 0.983535;
- V0MScaleFactor[269] = 0.988185;
- V0MScaleFactor[270] = 0.983351;
- V0MScaleFactor[271] = 0.989013;
- V0MScaleFactor[273] = 0.990056;
- V0MScaleFactor[278] = 0.974438;
- V0MScaleFactor[279] = 0.981572;
- V0MScaleFactor[280] = 0.989316;
- V0MScaleFactor[282] = 0.98345;
- V0MScaleFactor[378] = 0.993647;
- V0MScaleFactor[380] = 0.994758;
- V0MScaleFactor[383] = 0.989569;
- V0MScaleFactor[388] = 0.993119;
- V0MScaleFactor[434] = 0.989583;
- V0MScaleFactor[447] = 0.990377;
- V0MScaleFactor[477] = 0.990176;
- V0MScaleFactor[478] = 0.98723;
- V0MScaleFactor[524] = 1.00403;
- V0MScaleFactor[525] = 0.994376;
- V0MScaleFactor[530] = 0.99759;
- V0MScaleFactor[532] = 1.01031;
- V0MScaleFactor[590] = 0.996216;
- V0MScaleFactor[591] = 0.994205;
- V0MScaleFactor[682] = 0.998479;
- V0MScaleFactor[687] = 1.00078;
- V0MScaleFactor[989] = 1.00515;
- V0MScaleFactor[993] = 1.00094;
- V0MScaleFactor[1029] = 0.986596;
- V0MScaleFactor[1036] = 0.972226;
- V0MScaleFactor[1039] = 0.960358;
- V0MScaleFactor[1040] = 0.970023;
- V0MScaleFactor[1064] = 1.00575;
- V0MScaleFactor[1235] = 1.00471;
- V0MScaleFactor[1277] = 1.00611;
- V0MScaleFactor[1278] = 1.00976;
- V0MScaleFactor[1308] = 1.00771;
- V0MScaleFactor[1372] = 1.01622;
- V0MScaleFactor[1417] = 1.01305;
- V0MScaleFactor[1418] = 1.00388;
- V0MScaleFactor[1421] = 1.00673;
- V0MScaleFactor[1422] = 1.00916;
- V0MScaleFactor[1460] = 1.0092;
- V0MScaleFactor[1463] = 1.00728;
- V0MScaleFactor[1476] = 1.01655;
- V0MScaleFactor[1477] = 1.00672;
- V0MScaleFactor[1491] = 0.983339;
- V0MScaleFactor[1492] = 1.00754;
- V0MScaleFactor[1501] = 1.00608;
- V0MScaleFactor[1505] = 1.01227;
- V0MScaleFactor[1569] = 0.99907;
- V0MScaleFactor[1571] = 0.995696;
- V0MScaleFactor[1876] = 1.00559;
- V0MScaleFactor[1877] = 1.00631;
- V0MScaleFactor[1944] = 1.01512;
- V0MScaleFactor[1946] = 0.998727;
- V0MScaleFactor[2011] = 1.00701;
-
- SPDScaleFactor[0] = 1.00211;
- SPDScaleFactor[1] = 1.00067;
- SPDScaleFactor[204] = 1.02268;
- SPDScaleFactor[205] = 0.994902;
- SPDScaleFactor[269] = 1.00215;
- SPDScaleFactor[270] = 0.993421;
- SPDScaleFactor[271] = 1.00129;
- SPDScaleFactor[273] = 1.00242;
- SPDScaleFactor[278] = 0.984762;
- SPDScaleFactor[279] = 0.994355;
- SPDScaleFactor[280] = 1.00073;
- SPDScaleFactor[282] = 0.995889;
- SPDScaleFactor[378] = 0.994532;
- SPDScaleFactor[380] = 0.998307;
- SPDScaleFactor[383] = 0.994052;
- SPDScaleFactor[388] = 0.993224;
- SPDScaleFactor[434] = 0.993279;
- SPDScaleFactor[447] = 0.992494;
- SPDScaleFactor[477] = 0.992678;
- SPDScaleFactor[478] = 0.996563;
- SPDScaleFactor[524] = 1.01116;
- SPDScaleFactor[525] = 0.993108;
- SPDScaleFactor[530] = 0.997574;
- SPDScaleFactor[532] = 1.01829;
- SPDScaleFactor[590] = 0.999438;
- SPDScaleFactor[591] = 0.995849;
- SPDScaleFactor[682] = 0.999227;
- SPDScaleFactor[687] = 1.00575;
- SPDScaleFactor[989] = 0.99877;
- SPDScaleFactor[993] = 0.999682;
- SPDScaleFactor[1029] = 0.978198;
- SPDScaleFactor[1036] = 0.964178;
- SPDScaleFactor[1039] = 0.959439;
- SPDScaleFactor[1040] = 0.956945;
- SPDScaleFactor[1064] = 0.994434;
- SPDScaleFactor[1235] = 1.0016;
- SPDScaleFactor[1277] = 1.00153;
- SPDScaleFactor[1278] = 1.00698;
- SPDScaleFactor[1308] = 1.00554;
- SPDScaleFactor[1372] = 1.0123;
- SPDScaleFactor[1417] = 1.011;
- SPDScaleFactor[1418] = 1.00143;
- SPDScaleFactor[1421] = 1.00486;
- SPDScaleFactor[1422] = 1.00646;
- SPDScaleFactor[1460] = 1.00515;
- SPDScaleFactor[1463] = 1.00485;
- SPDScaleFactor[1476] = 1.01215;
- SPDScaleFactor[1477] = 1.00419;
- SPDScaleFactor[1491] = 0.983327;
- SPDScaleFactor[1492] = 1.00529;
- SPDScaleFactor[1501] = 1.00367;
- SPDScaleFactor[1505] = 1.01045;
- SPDScaleFactor[1569] = 0.996374;
- SPDScaleFactor[1571] = 0.988827;
- SPDScaleFactor[1876] = 1.00354;
- SPDScaleFactor[1877] = 1.00397;
- SPDScaleFactor[1944] = 1.01138;
- SPDScaleFactor[1946] = 0.996641;
- SPDScaleFactor[2011] = 1.00357;
-
- TPCScaleFactor[0] = 1.00434;
- TPCScaleFactor[1] = 1.0056;
- TPCScaleFactor[204] = 1.02185;
- TPCScaleFactor[205] = 1.0036;
- TPCScaleFactor[269] = 1.00607;
- TPCScaleFactor[270] = 1.00183;
- TPCScaleFactor[271] = 1.00693;
- TPCScaleFactor[273] = 1.00746;
- TPCScaleFactor[278] = 0.990524;
- TPCScaleFactor[279] = 0.998582;
- TPCScaleFactor[280] = 1.00618;
- TPCScaleFactor[282] = 1.00088;
- TPCScaleFactor[378] = 1.00598;
- TPCScaleFactor[380] = 1.00658;
- TPCScaleFactor[383] = 1.00144;
- TPCScaleFactor[388] = 1.00279;
- TPCScaleFactor[434] = 1.00122;
- TPCScaleFactor[447] = 1.002;
- TPCScaleFactor[477] = 0.997818;
- TPCScaleFactor[478] = 0.994583;
- TPCScaleFactor[524] = 1.01508;
- TPCScaleFactor[525] = 1.00218;
- TPCScaleFactor[530] = 1.00569;
- TPCScaleFactor[532] = 1.01789;
- TPCScaleFactor[590] = 1.00739;
- TPCScaleFactor[591] = 1.00462;
- TPCScaleFactor[682] = 1.00502;
- TPCScaleFactor[687] = 1.00943;
- TPCScaleFactor[989] = 1.00438;
- TPCScaleFactor[993] = 0.996701;
- TPCScaleFactor[1029] = 0.978641;
- TPCScaleFactor[1036] = 0.968906;
- TPCScaleFactor[1039] = 0.954311;
- TPCScaleFactor[1040] = 0.958764;
- TPCScaleFactor[1064] = 0.997899;
- TPCScaleFactor[1235] = 0.992;
- TPCScaleFactor[1277] = 0.992635;
- TPCScaleFactor[1278] = 1.00207;
- TPCScaleFactor[1308] = 1.00126;
- TPCScaleFactor[1372] = 1.00324;
- TPCScaleFactor[1417] = 1.00042;
- TPCScaleFactor[1418] = 0.978881;
- TPCScaleFactor[1421] = 0.999818;
- TPCScaleFactor[1422] = 1.00109;
- TPCScaleFactor[1460] = 0.99935;
- TPCScaleFactor[1463] = 0.998531;
- TPCScaleFactor[1476] = 0.999125;
- TPCScaleFactor[1477] = 0.998479;
- TPCScaleFactor[1491] = 0.9775;
- TPCScaleFactor[1492] = 0.999095;
- TPCScaleFactor[1501] = 0.998197;
- TPCScaleFactor[1505] = 1.00413;
- TPCScaleFactor[1569] = 0.990916;
- TPCScaleFactor[1571] = 0.987241;
- TPCScaleFactor[1876] = 1.00048;
- TPCScaleFactor[1877] = 1.00057;
- TPCScaleFactor[1944] = 1.00588;
- TPCScaleFactor[1946] = 0.991503;
- TPCScaleFactor[2011] = 1.00057;
+ fV0MScaleFactor[310] = 1.;
+ fV0MScaleFactor[311] = 1.;
+ fV0MScaleFactor[514] = 1.0046;
+ fV0MScaleFactor[515] = 0.983535;
+ fV0MScaleFactor[579] = 0.988185;
+ fV0MScaleFactor[580] = 0.983351;
+ fV0MScaleFactor[581] = 0.989013;
+ fV0MScaleFactor[583] = 0.990056;
+ fV0MScaleFactor[588] = 0.974438;
+ fV0MScaleFactor[589] = 0.981572;
+ fV0MScaleFactor[590] = 0.989316;
+ fV0MScaleFactor[592] = 0.98345;
+ fV0MScaleFactor[688] = 0.993647;
+ fV0MScaleFactor[690] = 0.994758;
+ fV0MScaleFactor[693] = 0.989569;
+ fV0MScaleFactor[698] = 0.993119;
+ fV0MScaleFactor[744] = 0.989583;
+ fV0MScaleFactor[757] = 0.990377;
+ fV0MScaleFactor[787] = 0.990176;
+ fV0MScaleFactor[788] = 0.98723;
+ fV0MScaleFactor[834] = 1.00403;
+ fV0MScaleFactor[835] = 0.994376;
+ fV0MScaleFactor[840] = 0.99759;
+ fV0MScaleFactor[842] = 1.01031;
+ fV0MScaleFactor[900] = 0.996216;
+ fV0MScaleFactor[901] = 0.994205;
+ fV0MScaleFactor[992] = 0.998479;
+ fV0MScaleFactor[997] = 1.00078;
+ fV0MScaleFactor[1299] = 1.00515;
+ fV0MScaleFactor[1303] = 1.00094;
+ fV0MScaleFactor[1339] = 0.986596;
+ fV0MScaleFactor[1346] = 0.972226;
+ fV0MScaleFactor[1349] = 0.960358;
+ fV0MScaleFactor[1350] = 0.970023;
+ fV0MScaleFactor[1374] = 1.00575;
+ fV0MScaleFactor[1545] = 1.00471;
+ fV0MScaleFactor[1587] = 1.00611;
+ fV0MScaleFactor[1588] = 1.00976;
+ fV0MScaleFactor[1618] = 1.00771;
+ fV0MScaleFactor[1682] = 1.01622;
+ fV0MScaleFactor[1727] = 1.01305;
+ fV0MScaleFactor[1728] = 1.00388;
+ fV0MScaleFactor[1731] = 1.00673;
+ fV0MScaleFactor[1732] = 1.00916;
+ fV0MScaleFactor[1770] = 1.0092;
+ fV0MScaleFactor[1773] = 1.00728;
+ fV0MScaleFactor[1786] = 1.01655;
+ fV0MScaleFactor[1787] = 1.00672;
+ fV0MScaleFactor[1801] = 0.983339;
+ fV0MScaleFactor[1802] = 1.00754;
+ fV0MScaleFactor[1811] = 1.00608;
+ fV0MScaleFactor[1815] = 1.01227;
+ fV0MScaleFactor[1879] = 0.99907;
+ fV0MScaleFactor[1881] = 0.995696;
+ fV0MScaleFactor[2186] = 1.00559;
+ fV0MScaleFactor[2187] = 1.00631;
+ fV0MScaleFactor[2254] = 1.01512;
+ fV0MScaleFactor[2256] = 0.998727;
+ fV0MScaleFactor[2321] = 1.00701;
+ fSPDScaleFactor[310] = 1.00211;
+ fSPDScaleFactor[311] = 1.00067;
+ fSPDScaleFactor[514] = 1.02268;
+ fSPDScaleFactor[515] = 0.994902;
+ fSPDScaleFactor[579] = 1.00215;
+ fSPDScaleFactor[580] = 0.993421;
+ fSPDScaleFactor[581] = 1.00129;
+ fSPDScaleFactor[583] = 1.00242;
+ fSPDScaleFactor[588] = 0.984762;
+ fSPDScaleFactor[589] = 0.994355;
+ fSPDScaleFactor[590] = 1.00073;
+ fSPDScaleFactor[592] = 0.995889;
+ fSPDScaleFactor[688] = 0.994532;
+ fSPDScaleFactor[690] = 0.998307;
+ fSPDScaleFactor[693] = 0.994052;
+ fSPDScaleFactor[698] = 0.993224;
+ fSPDScaleFactor[744] = 0.993279;
+ fSPDScaleFactor[757] = 0.992494;
+ fSPDScaleFactor[787] = 0.992678;
+ fSPDScaleFactor[788] = 0.996563;
+ fSPDScaleFactor[834] = 1.01116;
+ fSPDScaleFactor[835] = 0.993108;
+ fSPDScaleFactor[840] = 0.997574;
+ fSPDScaleFactor[842] = 1.01829;
+ fSPDScaleFactor[900] = 0.999438;
+ fSPDScaleFactor[901] = 0.995849;
+ fSPDScaleFactor[992] = 0.999227;
+ fSPDScaleFactor[997] = 1.00575;
+ fSPDScaleFactor[1299] = 0.99877;
+ fSPDScaleFactor[1303] = 0.999682;
+ fSPDScaleFactor[1339] = 0.978198;
+ fSPDScaleFactor[1346] = 0.964178;
+ fSPDScaleFactor[1349] = 0.959439;
+ fSPDScaleFactor[1350] = 0.956945;
+ fSPDScaleFactor[1374] = 0.994434;
+ fSPDScaleFactor[1545] = 1.0016;
+ fSPDScaleFactor[1587] = 1.00153;
+ fSPDScaleFactor[1588] = 1.00698;
+ fSPDScaleFactor[1618] = 1.00554;
+ fSPDScaleFactor[1682] = 1.0123;
+ fSPDScaleFactor[1727] = 1.011;
+ fSPDScaleFactor[1728] = 1.00143;
+ fSPDScaleFactor[1731] = 1.00486;
+ fSPDScaleFactor[1732] = 1.00646;
+ fSPDScaleFactor[1770] = 1.00515;
+ fSPDScaleFactor[1773] = 1.00485;
+ fSPDScaleFactor[1786] = 1.01215;
+ fSPDScaleFactor[1787] = 1.00419;
+ fSPDScaleFactor[1801] = 0.983327;
+ fSPDScaleFactor[1802] = 1.00529;
+ fSPDScaleFactor[1811] = 1.00367;
+ fSPDScaleFactor[1815] = 1.01045;
+ fSPDScaleFactor[1879] = 0.996374;
+ fSPDScaleFactor[1881] = 0.988827;
+ fSPDScaleFactor[2186] = 1.00354;
+ fSPDScaleFactor[2187] = 1.00397;
+ fSPDScaleFactor[2254] = 1.01138;
+ fSPDScaleFactor[2256] = 0.996641;
+ fSPDScaleFactor[2321] = 1.00357;
+ fTPCScaleFactor[310] = 1.00434;
+ fTPCScaleFactor[311] = 1.0056;
+ fTPCScaleFactor[514] = 1.02185;
+ fTPCScaleFactor[515] = 1.0036;
+ fTPCScaleFactor[579] = 1.00607;
+ fTPCScaleFactor[580] = 1.00183;
+ fTPCScaleFactor[581] = 1.00693;
+ fTPCScaleFactor[583] = 1.00746;
+ fTPCScaleFactor[588] = 0.990524;
+ fTPCScaleFactor[589] = 0.998582;
+ fTPCScaleFactor[590] = 1.00618;
+ fTPCScaleFactor[592] = 1.00088;
+ fTPCScaleFactor[688] = 1.00598;
+ fTPCScaleFactor[690] = 1.00658;
+ fTPCScaleFactor[693] = 1.00144;
+ fTPCScaleFactor[698] = 1.00279;
+ fTPCScaleFactor[744] = 1.00122;
+ fTPCScaleFactor[757] = 1.002;
+ fTPCScaleFactor[787] = 0.997818;
+ fTPCScaleFactor[788] = 0.994583;
+ fTPCScaleFactor[834] = 1.01508;
+ fTPCScaleFactor[835] = 1.00218;
+ fTPCScaleFactor[840] = 1.00569;
+ fTPCScaleFactor[842] = 1.01789;
+ fTPCScaleFactor[900] = 1.00739;
+ fTPCScaleFactor[901] = 1.00462;
+ fTPCScaleFactor[992] = 1.00502;
+ fTPCScaleFactor[997] = 1.00943;
+ fTPCScaleFactor[1299] = 1.00438;
+ fTPCScaleFactor[1303] = 0.996701;
+ fTPCScaleFactor[1339] = 0.978641;
+ fTPCScaleFactor[1346] = 0.968906;
+ fTPCScaleFactor[1349] = 0.954311;
+ fTPCScaleFactor[1350] = 0.958764;
+ fTPCScaleFactor[1374] = 0.997899;
+ fTPCScaleFactor[1545] = 0.992;
+ fTPCScaleFactor[1587] = 0.992635;
+ fTPCScaleFactor[1588] = 1.00207;
+ fTPCScaleFactor[1618] = 1.00126;
+ fTPCScaleFactor[1682] = 1.00324;
+ fTPCScaleFactor[1727] = 1.00042;
+ fTPCScaleFactor[1728] = 0.978881;
+ fTPCScaleFactor[1731] = 0.999818;
+ fTPCScaleFactor[1732] = 1.00109;
+ fTPCScaleFactor[1770] = 0.99935;
+ fTPCScaleFactor[1773] = 0.998531;
+ fTPCScaleFactor[1786] = 0.999125;
+ fTPCScaleFactor[1787] = 0.998479;
+ fTPCScaleFactor[1801] = 0.9775;
+ fTPCScaleFactor[1802] = 0.999095;
+ fTPCScaleFactor[1811] = 0.998197;
+ fTPCScaleFactor[1815] = 1.00413;
+ fTPCScaleFactor[1879] = 0.990916;
+ fTPCScaleFactor[1881] = 0.987241;
+ fTPCScaleFactor[2186] = 1.00048;
+ fTPCScaleFactor[2187] = 1.00057;
+ fTPCScaleFactor[2254] = 1.00588;
+ fTPCScaleFactor[2256] = 0.991503;
+ fTPCScaleFactor[2321] = 1.00057;
+