Fig:1 data points
Particles | Energy | Rapidity |
$v_1$(10-40%) | Stat. Error(10-40%) | Sys. Err(10-40%) | |
$v_1$( 5-10%) | Stat. Error( 5-10%) | |
$v_1$(40-80%) | Stat. Error(10-40%) |
$K^{+}$ | 7.7 | -0.9 | 0.00576301 | 0.00609049 | 0.00220663 | | -0.00490776 | 0.0217856 | | 0.0402988 | 0.0112751 |
$K^{+}$ | 7.7 | -0.7 | 0.00873653 | 0.00261543 | 0.000807946 | | 0.00844774 | 0.00927156 | | 0.0217234 | 0.00486287 |
$K^{+}$ | 7.7 | -0.5 | 0.00928183 | 0.00187574 | 0.000505535 | | 0.00600877 | 0.006654 | | 0.0199781 | 0.00348282 |
$K^{+}$ | 7.7 | -0.3 | 0.00369988 | 0.00174161 | 0.000502614 | | 0.00373966 | 0.00613878 | | 0.0145564 | 0.00327049 |
$K^{+}$ | 7.7 | -0.1 | -0.00124866 | 0.00175282 | 0.00113486 | | -0.00220623 | 0.00614114 | | -0.00142228 | 0.00329698 |
$K^{+}$ | 7.7 | 0.1 | -0.00156319 | 0.00173393 | 0.000617485 | | 0.00997143 | 0.00608682 | | -0.00184004 | 0.00326949 |
$K^{+}$ | 7.7 | 0.3 | -0.00445632 | 0.0017125 | 0.000569443 | | 0.000391847 | 0.00600762 | | -0.0143801 | 0.00321163 |
$K^{+}$ | 7.7 | 0.5 | -0.0052029 | 0.0018303 | 0.00123161 | | 0.00196813 | 0.00648531 | | -0.0254952 | 0.00341034 |
$K^{+}$ | 7.7 | 0.7 | -0.0103756 | 0.00253473 | 0.00163381 | | 0.0013442 | 0.00899033 | | -0.0320201 | 0.00474464 |
$K^{+}$ | 7.7 | 0.9 | -0.00691514 | 0.00587377 | 0.00282767 | | 0.0412147 | 0.0208288 | | -0.0361695 | 0.0111021 |
$K^{+}$ | 11.5 | -0.9 | 0.00627092 | 0.00370421 | 0.00279047 | | -0.0142278 | 0.0127337 | | 0.0251958 | 0.00734283 |
$K^{+}$ | 11.5 | -0.7 | 0.00945128 | 0.00146741 | 0.000826177 | | 0.00208177 | 0.00500152 | | 0.0233523 | 0.00293484 |
$K^{+}$ | 11.5 | -0.5 | 0.00672149 | 0.0011773 | 0.000258718 | | 0.00322935 | 0.0039883 | | 0.0181225 | 0.00236601 |
$K^{+}$ | 11.5 | -0.3 | 0.00461142 | 0.00113369 | 0.000580217 | | 0.00136839 | 0.00380889 | | 0.0129879 | 0.00229496 |
$K^{+}$ | 11.5 | -0.1 | 0.00177628 | 0.00115744 | 0.000311133 | | -0.00234267 | 0.00388195 | | 0.00347691 | 0.00234462 |
$K^{+}$ | 11.5 | 0.1 | -0.00143282 | 0.00114955 | 0.000138854 | | 0.00220689 | 0.00385606 | | -0.00389265 | 0.00233205 |
$K^{+}$ | 11.5 | 0.3 | -0.00232263 | 0.00112308 | 0.000378873 | | 0.0014633 | 0.00377371 | | -0.0116603 | 0.00227194 |
$K^{+}$ | 11.5 | 0.5 | -0.00697622 | 0.00116172 | 0.000483077 | | 0.000135728 | 0.00392689 | | -0.0171487 | 0.00234201 |
$K^{+}$ | 11.5 | 0.7 | -0.0100919 | 0.00145204 | 0.000833114 | | -0.00665882 | 0.00494101 | | -0.0245167 | 0.0029008 |
$K^{+}$ | 11.5 | 0.9 | -0.0128873 | 0.00372171 | 0.00237281 | | -0.00930994 | 0.0127997 | | -0.0262737 | 0.00741017 |
$K^{+}$ | 14.5 | -0.9 | 0.0164379 | 0.00465287 | 0.00368543 | | 0.0177555 | 0.0155313 | | 0.0261913 | 0.0101044 |
$K^{+}$ | 14.5 | -0.7 | 0.00774474 | 0.00176764 | 0.000560064 | | 0.0135369 | 0.00592105 | | 0.0162678 | 0.00380347 |
$K^{+}$ | 14.5 | -0.5 | 0.00757946 | 0.00132437 | 0.000402759 | | -0.000528378 | 0.00446757 | | 0.0125297 | 0.00281702 |
$K^{+}$ | 14.5 | -0.3 | 0.00424619 | 0.00126106 | 0.000550661 | | 0.00729122 | 0.00423238 | | 0.00849942 | 0.0027001 |
$K^{+}$ | 14.5 | -0.1 | 0.00191089 | 0.00129871 | 0.000243707 | | 0.00624966 | 0.00435519 | | 0.00358469 | 0.00278342 |
$K^{+}$ | 14.5 | 0.1 | -0.00270491 | 0.00129868 | 0.000427065 | | -0.000943784 | 0.00434311 | | -0.0050393 | 0.00278453 |
$K^{+}$ | 14.5 | 0.3 | -0.00416277 | 0.00126072 | 0.000509477 | | 0.0017277 | 0.00422331 | | -0.0069929 | 0.00270778 |
$K^{+}$ | 14.5 | 0.5 | -0.00757971 | 0.00131586 | 0.000134573 | | -0.00173024 | 0.00444461 | | -0.0183131 | 0.00281495 |
$K^{+}$ | 14.5 | 0.7 | -0.00603067 | 0.00175427 | 0.000949866 | | -0.00605873 | 0.00594341 | | -0.0221469 | 0.00377535 |
$K^{+}$ | 14.5 | 0.9 | -0.00902116 | 0.00464761 | 0.00269613 | | 0.00129529 | 0.0161405 | | -0.0464236 | 0.0101778 |
$K^{+}$ | 19.6 | -0.9 | 0.0164229 | 0.00466142 | 0.00124051 | | 0.00432057 | 0.00644742 | | 0.0243896 | 0.00500636 |
$K^{+}$ | 19.6 | -0.7 | 0.0099845 | 0.0015668 | 0.000301722 | | 0.00229976 | 0.00286314 | | 0.0190557 | 0.00220564 |
$K^{+}$ | 19.6 | -0.5 | 0.00602981 | 0.00116868 | 0.000495612 | | 0.0016959 | 0.0021237 | | 0.0129406 | 0.00162816 |
$K^{+}$ | 19.6 | -0.3 | 0.00403385 | 0.0010967 | 0.000392652 | | 5.43231e-05 | 0.00200716 | | 0.00810206 | 0.00154768 |
$K^{+}$ | 19.6 | -0.1 | -3.72584e-05 | 0.00113843 | 0.000352319 | | 0.00221357 | 0.00204422 | | 0.00173174 | 0.00157819 |
$K^{+}$ | 19.6 | 0.1 | -3.15448e-05 | 0.00113733 | 0.000434924 | | -0.00275291 | 0.00204499 | | -0.000728119 | 0.0015803 |
$K^{+}$ | 19.6 | 0.3 | -0.0035077 | 0.00109138 | 0.000215039 | | -0.000743791 | 0.00199923 | | -0.00691858 | 0.00154361 |
$K^{+}$ | 19.6 | 0.5 | -0.00567781 | 0.00115548 | 0.000223387 | | -0.000741011 | 0.00209736 | | -0.0146182 | 0.00161329 |
$K^{+}$ | 19.6 | 0.7 | -0.00885813 | 0.00154103 | 0.000398527 | | -0.00092293 | 0.00277382 | | -0.0187247 | 0.0021465 |
$K^{+}$ | 19.6 | 0.9 | -0.00934141 | 0.00451596 | 0.00155955 | | 0.00439938 | 0.00607384 | | -0.0260872 | 0.00473988 |
$K^{+}$ | 27 | -0.9 | 0.00391235 | 0.00394328 | 0.000361743 | | 0.00305062 | 0.00503721 | | 0.0289145 | 0.00500344 |
$K^{+}$ | 27 | -0.7 | 0.00742394 | 0.00137758 | 0.00013245 | | 0.00245323 | 0.00233097 | | 0.0118593 | 0.00229103 |
$K^{+}$ | 27 | -0.5 | 0.0055483 | 0.00104636 | 8.28746e-05 | | -0.000981562 | 0.00176824 | | 0.0136603 | 0.00172449 |
$K^{+}$ | 27 | -0.3 | 0.00213692 | 0.000990464 | 8.23957e-05 | | -0.000166434 | 0.00168749 | | 0.00515312 | 0.00165045 |
$K^{+}$ | 27 | -0.1 | 0.000264443 | 0.00102928 | 0.000186043 | | -0.00207796 | 0.00172512 | | 0.000458327 | 0.00168534 |
$K^{+}$ | 27 | 0.1 | -0.00115209 | 0.00103491 | 0.000101227 | | 0.000974463 | 0.00172991 | | -0.00237624 | 0.0016875 |
$K^{+}$ | 27 | 0.3 | -0.00351451 | 0.00100172 | 9.33513e-05 | | 0.000641038 | 0.00170337 | | -0.00336084 | 0.00166236 |
$K^{+}$ | 27 | 0.5 | -0.00574879 | 0.00105821 | 0.000201903 | | -0.00365212 | 0.00178762 | | -0.0101563 | 0.00173584 |
$K^{+}$ | 27 | 0.7 | -0.00697131 | 0.00139322 | 0.000267838 | | -0.00369408 | 0.00235576 | | -0.0168321 | 0.00230237 |
$K^{+}$ | 27 | 0.9 | -0.0116841 | 0.0039892 | 0.000463552 | | -0.0109094 | 0.00509717 | | -0.0319697 | 0.00501499 |
$K^{+}$ | 39 | -0.9 | 0.0098701 | 0.00261071 | 0.000344502 | | 0.00337718 | 0.00633629 | | 0.030022 | 0.0166306 |
$K^{+}$ | 39 | -0.7 | 0.00601796 | 0.000867786 | 0.000101997 | | 0.00305363 | 0.00208955 | | 0.00769049 | 0.00550565 |
$K^{+}$ | 39 | -0.5 | 0.00397177 | 0.000668608 | 3.19405e-05 | | 0.000990759 | 0.00161378 | | 0.0107241 | 0.0042118 |
$K^{+}$ | 39 | -0.3 | 0.00196673 | 0.00064155 | 7.16317e-05 | | 0.00105549 | 0.00154217 | | 0.00773385 | 0.00404397 |
$K^{+}$ | 39 | -0.1 | 0.00118845 | 0.000656691 | 3.84115e-05 | | -8.00465e-05 | 0.00157977 | | 0.00633117 | 0.00413537 |
$K^{+}$ | 39 | 0.1 | -0.000213478 | 0.000646362 | 1.71425e-05 | | 0.00223558 | 0.0015526 | | 0.00445212 | 0.00407249 |
$K^{+}$ | 39 | 0.3 | -0.00246309 | 0.000627169 | 4.67744e-05 | | -0.00413783 | 0.00150413 | | -0.00291167 | 0.00396369 |
$K^{+}$ | 39 | 0.5 | -0.00413113 | 0.000653359 | 5.96391e-05 | | -0.00206065 | 0.00157301 | | -0.0113661 | 0.00412672 |
$K^{+}$ | 39 | 0.7 | -0.00602221 | 0.000854365 | 0.000102854 | | -0.00239877 | 0.00205103 | | -0.00817692 | 0.00544093 |
$K^{+}$ | 39 | 0.9 | -0.00783132 | 0.00264429 | 0.00029294 | | -0.00112698 | 0.00636752 | | -0.00955077 | 0.0169149 |
$K^{+}$ | 62.4 | -0.9 | -0.00272475 | 0.00974807 | 0 | | -0.0052338 | 0.0307095 | | -0.00346783 | 0.0147447 |
$K^{+}$ | 62.4 | -0.7 | 0.00454233 | 0.00285157 | 0 | | 0.00556364 | 0.00908475 | | 0.00563511 | 0.00427126 |
$K^{+}$ | 62.4 | -0.5 | 0.00486488 | 0.00216102 | 0 | | -0.014994 | 0.00696869 | | 0.0066188 | 0.00320782 |
$K^{+}$ | 62.4 | -0.3 | 0.00294166 | 0.00204294 | 0 | | -0.00579997 | 0.00660018 | | 0.00313989 | 0.00303419 |
$K^{+}$ | 62.4 | -0.1 | -0.00354176 | 0.00210074 | 0 | | -0.0109632 | 0.00676917 | | 0.00248561 | 0.00312248 |
$K^{+}$ | 62.4 | 0.1 | 0.000303998 | 0.0020102 | 0 | | 0.00255455 | 0.00648645 | | 0.000291257 | 0.00299077 |
$K^{+}$ | 62.4 | 0.3 | -0.00175274 | 0.00192987 | 0 | | -0.0081253 | 0.00623575 | | -0.00255301 | 0.00286101 |
$K^{+}$ | 62.4 | 0.5 | -0.00414793 | 0.00204664 | 0 | | -0.00513332 | 0.00661416 | | -0.00453073 | 0.00302949 |
$K^{+}$ | 62.4 | 0.7 | -0.00606893 | 0.00271745 | 0 | | -0.00189046 | 0.00869247 | | -0.00666027 | 0.00406816 |
$K^{+}$ | 62.4 | 0.9 | 0.00447754 | 0.00951965 | 0 | | 0.0198899 | 0.0302894 | | -0.0121407 | 0.0144229 |
$K^{+}$ | 200 | -0.9 | 0.00211273 | 0.00136377 | 0 | | 0.000279641 | 0.00348014 | | 0.00193116 | 0.00372672 |
$K^{+}$ | 200 | -0.7 | 0.00241433 | 0.000420641 | 0 | | 0.000987939 | 0.00107326 | | 0.00351784 | 0.00113536 |
$K^{+}$ | 200 | -0.5 | 0.00179894 | 0.000332176 | 0 | | 0.00204041 | 0.000852171 | | 0.00316399 | 0.000887888 |
$K^{+}$ | 200 | -0.3 | 0.00168802 | 0.000316598 | 0 | | 0.00223973 | 0.000812023 | | 0.000734916 | 0.000842022 |
$K^{+}$ | 200 | -0.1 | 0.00140712 | 0.000328886 | 0 | | 0.00112208 | 0.000844051 | | 0.000689089 | 0.000873606 |
$K^{+}$ | 200 | 0.1 | -5.54475e-05 | 0.000327772 | 0 | | 0.00239546 | 0.000841494 | | -0.00148037 | 0.000870175 |
$K^{+}$ | 200 | 0.3 | -0.000439176 | 0.000318653 | 0 | | 0.00154521 | 0.00081836 | | 0.000255503 | 0.000846931 |
$K^{+}$ | 200 | 0.5 | -0.000760958 | 0.000335861 | 0 | | -3.63421e-05 | 0.000863842 | | -0.00364797 | 0.000895739 |
$K^{+}$ | 200 | 0.7 | -0.000929064 | 0.000432122 | 0 | | -0.00239664 | 0.00110564 | | -0.00214921 | 0.00116468 |
$K^{+}$ | 200 | 0.9 | 0.00254722 | 0.00150127 | 0 | | -0.00430048 | 0.00385204 | | -0.0063633 | 0.00409019 |
$K^{-}$ | 7.7 | -0.9 | 0.00562895 | 0.0114101 | 0.00458569 | | 0.0046428 | 0.0404727 | | -0.0449178 | 0.0210897 |
$K^{-}$ | 7.7 | -0.7 | 7.34984e-05 | 0.0046481 | 0.0021528 | | 0.00859803 | 0.0165449 | | 0.0020606 | 0.00864342 |
$K^{-}$ | 7.7 | -0.5 | 0.00590833 | 0.00323398 | 0.00242632 | | -0.00484117 | 0.0114879 | | 0.00938868 | 0.00590161 |
$K^{-}$ | 7.7 | -0.3 | 0.00582614 | 0.00294362 | 0.00117995 | | 0.0085714 | 0.0104014 | | 4.46114e-05 | 0.00539894 |
$K^{-}$ | 7.7 | -0.1 | 0.00108909 | 0.00293189 | 0.00214467 | | 0.00805979 | 0.0103724 | | 0.00311297 | 0.00540599 |
$K^{-}$ | 7.7 | 0.1 | 0.00142837 | 0.0029095 | 0.00135609 | | 0.0114746 | 0.0102661 | | 0.000397143 | 0.00535771 |
$K^{-}$ | 7.7 | 0.3 | 0.00109148 | 0.002892 | 0.00116415 | | 0.0175921 | 0.010249 | | -0.00456257 | 0.00529774 |
$K^{-}$ | 7.7 | 0.5 | -0.00158231 | 0.00317104 | 0.00175641 | | -0.00956366 | 0.0112771 | | -0.00757749 | 0.00579753 |
$K^{-}$ | 7.7 | 0.7 | -0.0109083 | 0.00454654 | 0.00116586 | | 0.0180028 | 0.0160829 | | -0.00555133 | 0.00840785 |
$K^{-}$ | 7.7 | 0.9 | -0.00276932 | 0.010963 | 0.00465721 | | -0.0475974 | 0.0391872 | | -0.00197231 | 0.0205343 |
$K^{-}$ | 11.5 | -0.9 | 0.0114868 | 0.00582347 | 0.00399831 | | -0.00296597 | 0.0199363 | | 0.00316796 | 0.011485 |
$K^{-}$ | 11.5 | -0.7 | 0.0132106 | 0.00221971 | 0.00131417 | | -0.00385867 | 0.0075734 | | 0.00974673 | 0.00438114 |
$K^{-}$ | 11.5 | -0.5 | 0.00827078 | 0.00173625 | 0.00109178 | | -0.00288293 | 0.00591061 | | 0.00898941 | 0.00341915 |
$K^{-}$ | 11.5 | -0.3 | 0.00421248 | 0.0016502 | 0.000557116 | | 0.00721574 | 0.00558277 | | 0.00865499 | 0.00326992 |
$K^{-}$ | 11.5 | -0.1 | 0.00423329 | 0.00167052 | 0.000754164 | | -0.000208595 | 0.00565284 | | 0.00447441 | 0.00332312 |
$K^{-}$ | 11.5 | 0.1 | -0.00238267 | 0.00166184 | 0.00051469 | | 0.00298527 | 0.00561668 | | -0.00438795 | 0.00329527 |
$K^{-}$ | 11.5 | 0.3 | -0.00585469 | 0.00163329 | 0.000628367 | | -0.000136766 | 0.00552995 | | -0.00867859 | 0.00324281 |
$K^{-}$ | 11.5 | 0.5 | -0.00683591 | 0.00171178 | 0.000766251 | | 0.00244485 | 0.00582676 | | -0.00775604 | 0.0033767 |
$K^{-}$ | 11.5 | 0.7 | -0.0099978 | 0.00219542 | 0.00152409 | | -0.00242637 | 0.00747332 | | -0.00430662 | 0.00434399 |
$K^{-}$ | 11.5 | 0.9 | -0.00206999 | 0.00581455 | 0.00296679 | | 0.00243322 | 0.0199841 | | 0.00134431 | 0.0116188 |
$K^{-}$ | 14.5 | -0.9 | 0.0127982 | 0.00672318 | 0.0066772 | | 0.00436906 | 0.0224228 | | 0.0279872 | 0.0146218 |
$K^{-}$ | 14.5 | -0.7 | 0.00626705 | 0.00248462 | 0.00111653 | | 0.00733761 | 0.00833604 | | 0.0169837 | 0.00527149 |
$K^{-}$ | 14.5 | -0.5 | 0.00858779 | 0.00182116 | 0.000866866 | | 0.00248592 | 0.0061787 | | 0.00148113 | 0.00380572 |
$K^{-}$ | 14.5 | -0.3 | 0.00563554 | 0.00171616 | 0.000601189 | | 0.000662649 | 0.00579156 | | 0.0132654 | 0.00359259 |
$K^{-}$ | 14.5 | -0.1 | 0.00201158 | 0.00175491 | 0.000564949 | | -0.00287308 | 0.00593166 | | -0.00173439 | 0.003679 |
$K^{-}$ | 14.5 | 0.1 | -0.00425877 | 0.00175728 | 0.000312231 | | 0.00326508 | 0.00592998 | | -0.00261288 | 0.0036941 |
$K^{-}$ | 14.5 | 0.3 | -0.00588796 | 0.00171677 | 0.000384374 | | -0.000793615 | 0.00580355 | | -0.0059624 | 0.00360334 |
$K^{-}$ | 14.5 | 0.5 | -0.00688484 | 0.00181609 | 0.000850498 | | 8.95658e-06 | 0.00617227 | | -0.0047878 | 0.00380856 |
$K^{-}$ | 14.5 | 0.7 | -0.0144516 | 0.00247168 | 0.00121708 | | 0.00659494 | 0.00841595 | | -0.0140985 | 0.00524831 |
$K^{-}$ | 14.5 | 0.9 | -0.00570737 | 0.00675128 | 0.00475959 | | 0.02782 | 0.02338 | | 0.0185582 | 0.0145673 |
$K^{-}$ | 19.6 | -0.9 | 0.0207737 | 0.00624593 | 0.00334749 | | 0.00784687 | 0.00862622 | | 0.0127149 | 0.00661462 |
$K^{-}$ | 19.6 | -0.7 | 0.0130883 | 0.00204808 | 0.000479006 | | 0.00881612 | 0.00375138 | | 0.0158103 | 0.00283642 |
$K^{-}$ | 19.6 | -0.5 | 0.00827987 | 0.00149672 | 0.000581386 | | 0.00559817 | 0.00274063 | | 0.00806342 | 0.00204544 |
$K^{-}$ | 19.6 | -0.3 | 0.00389033 | 0.00138665 | 0.000445702 | | 0.00387868 | 0.00256526 | | 0.00741206 | 0.00192644 |
$K^{-}$ | 19.6 | -0.1 | 0.000410969 | 0.00142796 | 0.000560943 | | 0.00290364 | 0.00260048 | | 0.00183192 | 0.00195215 |
$K^{-}$ | 19.6 | 0.1 | -0.00347998 | 0.00142569 | 0.000426878 | | -0.00365998 | 0.00259981 | | -0.003377 | 0.00195491 |
$K^{-}$ | 19.6 | 0.3 | -0.00421976 | 0.00137815 | 0.000379638 | | -0.00064735 | 0.00255591 | | -0.00738266 | 0.00192008 |
$K^{-}$ | 19.6 | 0.5 | -0.008881 | 0.00147928 | 0.000378829 | | -0.00479318 | 0.0027076 | | -0.00708015 | 0.00202816 |
$K^{-}$ | 19.6 | 0.7 | -0.0138632 | 0.00201109 | 0.000685068 | | -0.00896879 | 0.00363536 | | -0.01003 | 0.00275833 |
$K^{-}$ | 19.6 | 0.9 | -0.0123801 | 0.00604881 | 0.00206638 | | 0.00670146 | 0.00813752 | | -0.0139808 | 0.00626389 |
$K^{-}$ | 27 | -0.9 | 0.0173769 | 0.00492916 | 0.00101405 | | 0.0116388 | 0.00631582 | | 0.0153625 | 0.00620446 |
$K^{-}$ | 27 | -0.7 | 0.00822368 | 0.00168485 | 0.000352918 | | 0.00689836 | 0.00286324 | | 0.0126157 | 0.00276468 |
$K^{-}$ | 27 | -0.5 | 0.00815917 | 0.00125956 | 0.000397757 | | 0.00670535 | 0.00214556 | | 0.0101524 | 0.00204917 |
$K^{-}$ | 27 | -0.3 | 0.00306564 | 0.00118128 | 0.000193434 | | 0.00201498 | 0.00203083 | | 0.00116318 | 0.00194434 |
$K^{-}$ | 27 | -0.1 | 0.00113493 | 0.00121932 | 0.000351585 | | 0.00167039 | 0.00206476 | | -0.00221628 | 0.00197339 |
$K^{-}$ | 27 | 0.1 | -0.00129823 | 0.00122309 | 0.00022231 | | -0.00213355 | 0.00206675 | | -0.0035672 | 0.00197601 |
$K^{-}$ | 27 | 0.3 | -0.0033181 | 0.00119055 | 0.000190844 | | -0.00595727 | 0.00204321 | | -0.000604555 | 0.00195378 |
$K^{-}$ | 27 | 0.5 | -0.00895425 | 0.00127166 | 0.000287936 | | -0.00570735 | 0.00216262 | | -0.00547136 | 0.00206274 |
$K^{-}$ | 27 | 0.7 | -0.0118559 | 0.00170201 | 0.000191125 | | -0.00775387 | 0.00288801 | | -0.00865778 | 0.00278002 |
$K^{-}$ | 27 | 0.9 | -0.0190648 | 0.00497547 | 0.000845444 | | -0.00808285 | 0.00636209 | | -0.0135164 | 0.0061951 |
$K^{-}$ | 39 | -0.9 | 0.0126001 | 0.0030888 | 0.000493619 | | 0.0082474 | 0.00750214 | | 0.000338279 | 0.0195259 |
$K^{-}$ | 39 | -0.7 | 0.0094143 | 0.00101133 | 0.000162243 | | 0.0033279 | 0.00244141 | | 0.0115793 | 0.00635607 |
$K^{-}$ | 39 | -0.5 | 0.00621727 | 0.000770474 | 0.000134788 | | 0.00290721 | 0.00186708 | | 0.00950394 | 0.00480765 |
$K^{-}$ | 39 | -0.3 | 0.00457533 | 0.000734859 | 6.87798e-05 | | 0.00249919 | 0.00177515 | | 0.00693131 | 0.00458551 |
$K^{-}$ | 39 | -0.1 | 0.00100307 | 0.00075016 | 9.31067e-05 | | 0.000550401 | 0.00181267 | | 0.0109331 | 0.00466772 |
$K^{-}$ | 39 | 0.1 | -0.00111729 | 0.000737972 | 6.3542e-05 | | -0.000740397 | 0.00178317 | | -0.0022228 | 0.00459998 |
$K^{-}$ | 39 | 0.3 | -0.00383851 | 0.000718274 | 7.75762e-05 | | -0.000906599 | 0.00173291 | | -0.0102926 | 0.00449 |
$K^{-}$ | 39 | 0.5 | -0.00446337 | 0.000753216 | 9.45989e-05 | | -0.00424024 | 0.00182447 | | -0.0152752 | 0.00470826 |
$K^{-}$ | 39 | 0.7 | -0.00701398 | 0.000997448 | 0.000188159 | | -0.00432849 | 0.00240472 | | -0.010541 | 0.00628658 |
$K^{-}$ | 39 | 0.9 | -0.00664107 | 0.00313811 | 0.00036627 | | -0.00524643 | 0.00759166 | | 0.0069234 | 0.0199697 |
$K^{-}$ | 62.4 | -0.9 | 0.014519 | 0.0109607 | 0 | | 0.0195964 | 0.0348995 | | 0.000509104 | 0.0165164 |
$K^{-}$ | 62.4 | -0.7 | 0.0126601 | 0.00316604 | 0 | | -0.000385474 | 0.0101733 | | 0.00345885 | 0.00471189 |
$K^{-}$ | 62.4 | -0.5 | 0.00581 | 0.00238386 | 0 | | -0.00143971 | 0.00775843 | | 0.00774075 | 0.00350543 |
$K^{-}$ | 62.4 | -0.3 | 0.00364831 | 0.00224491 | 0 | | -0.00611497 | 0.00730306 | | 0.00886897 | 0.00330607 |
$K^{-}$ | 62.4 | -0.1 | 0.00139934 | 0.00229766 | 0 | | -0.0106653 | 0.00748055 | | 0.00358475 | 0.00339117 |
$K^{-}$ | 62.4 | 0.1 | -0.00531093 | 0.00219375 | 0 | | -0.0037599 | 0.00714508 | | -3.40824e-05 | 0.00323157 |
$K^{-}$ | 62.4 | 0.3 | -0.00293332 | 0.00211221 | 0 | | 0.00972684 | 0.00688623 | | -0.00394469 | 0.00310595 |
$K^{-}$ | 62.4 | 0.5 | -0.00434982 | 0.00224893 | 0 | | 0.0112051 | 0.00733747 | | 0.000750205 | 0.00330369 |
$K^{-}$ | 62.4 | 0.7 | -0.00758856 | 0.00300789 | 0 | | -0.00666902 | 0.00970237 | | -0.00113885 | 0.00447048 |
$K^{-}$ | 62.4 | 0.9 | -0.00745646 | 0.0106125 | 0 | | -0.0490279 | 0.0341503 | | -0.0263449 | 0.0160771 |
$K^{-}$ | 200 | -0.9 | 0.00620299 | 0.00145271 | 0 | | 0.00666544 | 0.00371976 | | 0.00174747 | 0.00396018 |
$K^{-}$ | 200 | -0.7 | 0.00348645 | 0.000439902 | 0 | | 0.00225716 | 0.00112538 | | 0.00252849 | 0.00118628 |
$K^{-}$ | 200 | -0.5 | 0.00167214 | 0.000345535 | 0 | | 0.00110489 | 0.000887946 | | 0.0012207 | 0.000921424 |
$K^{-}$ | 200 | -0.3 | 0.00146819 | 0.000328185 | 0 | | 3.98506e-05 | 0.00084352 | | 0.0025584 | 0.000871486 |
$K^{-}$ | 200 | -0.1 | 0.000554113 | 0.000339887 | 0 | | 0.000600817 | 0.000874079 | | 0.00059619 | 0.00090038 |
$K^{-}$ | 200 | 0.1 | -8.68634e-06 | 0.00033824 | 0 | | -0.000688459 | 0.000869519 | | -0.000422035 | 0.000896298 |
$K^{-}$ | 200 | 0.3 | -0.000795524 | 0.00032996 | 0 | | 0.0013231 | 0.000847673 | | 0.000376619 | 0.000875748 |
$K^{-}$ | 200 | 0.5 | -0.000653857 | 0.000348814 | 0 | | 0.000459121 | 0.00089746 | | -0.00164301 | 0.000928876 |
$K^{-}$ | 200 | 0.7 | -0.00226404 | 0.000450763 | 0 | | -0.00116718 | 0.00115419 | | -0.0031703 | 0.00121245 |
$K^{-}$ | 200 | 0.9 | -0.00251252 | 0.00158984 | 0 | | -0.00661826 | 0.00407494 | | 0.0025413 | 0.00433507 |
$\Lambda$ | 7.7 | -0.9 | 999 | 0.00878179 | 0.0163811 | | -0.0258 | 0.0283492 | | 999 | 0.0186857 |
$\Lambda$ | 7.7 | -0.7 | -0.0170401 | 0.00457232 | 0.0054276 | | -0.0547335 | 0.0144933 | | -0.0183222 | 0.009807 |
$\Lambda$ | 7.7 | -0.5 | -0.00477464 | 0.00320069 | 0.00352391 | | -0.0567537 | 0.0102757 | | 0.00916879 | 0.00691654 |
$\Lambda$ | 7.7 | -0.3 | 3.74308e-05 | 0.00280619 | 0.00406431 | | 0.015502 | 0.00884958 | | -0.0086737 | 0.00613839 |
$\Lambda$ | 7.7 | -0.1 | 0.00497042 | 0.00277017 | 0.00308473 | | -0.0470928 | 0.00862663 | | 0.00201311 | 0.00607438 |
$\Lambda$ | 7.7 | 0.1 | 0.00434548 | 0.00272886 | 0.00267939 | | -0.012333 | 0.00853188 | | -0.0010785 | 0.0060522 |
$\Lambda$ | 7.7 | 0.3 | 0.00685066 | 0.00270138 | 0.00356533 | | 0.049347 | 0.00843794 | | -0.00451517 | 0.00587697 |
$\Lambda$ | 7.7 | 0.5 | 0.0134104 | 0.00301166 | 0.00241467 | | 0.0450521 | 0.00950122 | | -0.0101619 | 0.00655191 |
$\Lambda$ | 7.7 | 0.7 | 0.0276126 | 0.00418989 | 0.00452168 | | 0.0245464 | 0.0132197 | | 0.0108785 | 0.0090324 |
$\Lambda$ | 7.7 | 0.9 | 999 | 0.00775295 | 0.0099543 | | 0.0422391 | 0.024918 | | 999 | 0.0170279 |
$\Lambda$ | 11.5 | -0.9 | 999 | 0.00494623 | 0.00526101 | | -0.000178117 | 0.015442 | | 999 | 0.0110303 |
$\Lambda$ | 11.5 | -0.7 | -0.00749246 | 0.00260329 | 0.00212659 | | -0.0419777 | 0.00804592 | | 0.0171915 | 0.00587298 |
$\Lambda$ | 11.5 | -0.5 | -0.00221572 | 0.00190435 | 0.00235745 | | 0.000138255 | 0.00588146 | | 0.0167538 | 0.00426366 |
$\Lambda$ | 11.5 | -0.3 | -0.00354358 | 0.0017314 | 0.00181126 | | 0.0236174 | 0.00531697 | | 0.0119933 | 0.00388297 |
$\Lambda$ | 11.5 | -0.1 | 1.48254e-05 | 0.00172802 | 0.00235062 | | -0.00231425 | 0.00530713 | | 0.000101375 | 0.00388263 |
$\Lambda$ | 11.5 | 0.1 | 0.00112613 | 0.00170717 | 0.0017385 | | 0.00967207 | 0.00524033 | | 0.00187228 | 0.00384008 |
$\Lambda$ | 11.5 | 0.3 | 0.00354358 | 0.00167592 | 0.00171096 | | 0.00785908 | 0.00515497 | | -0.0141124 | 0.00374734 |
$\Lambda$ | 11.5 | 0.5 | 0.000676166 | 0.00182363 | 0.00168036 | | -0.00100552 | 0.00563701 | | -0.0221601 | 0.00410131 |
$\Lambda$ | 11.5 | 0.7 | 0.00192494 | 0.00246678 | 0.00234834 | | 0.0168867 | 0.00764592 | | -0.0103005 | 0.00558067 |
$\Lambda$ | 11.5 | 0.9 | 999 | 0.00456886 | 0.00551369 | | 0.0241368 | 0.0144161 | | 999 | 0.0103449 |
$\Lambda$ | 14.5 | -0.9 | 999 | 0.00573486 | 0.00484788 | | -0.0369404 | 0.0176246 | | 999 | 0.0150383 |
$\Lambda$ | 14.5 | -0.7 | 0.00442332 | 0.00328288 | 0.0036067 | | 0.0030973 | 0.0100647 | | 0.0191712 | 0.0085685 |
$\Lambda$ | 14.5 | -0.5 | 0.00392008 | 0.00252989 | 0.00326582 | | 0.00729141 | 0.00777458 | | 0.0124584 | 0.00649481 |
$\Lambda$ | 14.5 | -0.3 | -0.00172246 | 0.00234726 | 0.00304148 | | -0.0390553 | 0.00717441 | | 0.0109724 | 0.00604417 |
$\Lambda$ | 14.5 | -0.1 | -0.00290417 | 0.00235948 | 0.00330424 | | -0.00298933 | 0.00723111 | | -0.00175151 | 0.0061095 |
$\Lambda$ | 14.5 | 0.1 | 0.00380042 | 0.00233997 | 0.00191619 | | 0.0253972 | 0.0071197 | | -0.00534908 | 0.00605437 |
$\Lambda$ | 14.5 | 0.3 | -5.46439e-05 | 0.00231019 | 0.00244836 | | 0.00398645 | 0.00708681 | | -0.0042134 | 0.0059062 |
$\Lambda$ | 14.5 | 0.5 | -0.00244578 | 0.00246945 | 0.00219637 | | 0.0511486 | 0.00758653 | | -0.0171068 | 0.00635779 |
$\Lambda$ | 14.5 | 0.7 | -0.00293141 | 0.00320702 | 0.00307397 | | -0.0187192 | 0.00987091 | | -0.0211891 | 0.00834675 |
$\Lambda$ | 14.5 | 0.9 | 999 | 0.00564753 | 0.00486218 | | -0.00568684 | 0.0177535 | | 999 | 0.0146745 |
$\Lambda$ | 19.6 | -0.9 | 999 | 0.00375959 | 0.00795265 | | -0.0130612 | 0.0109075 | | 999 | 0.0104494 |
$\Lambda$ | 19.6 | -0.7 | -0.00112873 | 0.00208688 | 0.00349441 | | 0.0128352 | 0.00645172 | | 0.0185472 | 0.00619604 |
$\Lambda$ | 19.6 | -0.5 | 0.00745512 | 0.00157599 | 0.00320207 | | 0.0104978 | 0.00487919 | | 0.0135602 | 0.0046208 |
$\Lambda$ | 19.6 | -0.3 | 0.00578617 | 0.0014433 | 0.00289396 | | -0.00565343 | 0.00444739 | | 0.0121575 | 0.00420003 |
$\Lambda$ | 19.6 | -0.1 | 0.00216033 | 0.00144492 | 0.00287654 | | -0.0108002 | 0.00443502 | | -0.00363574 | 0.00420818 |
$\Lambda$ | 19.6 | 0.1 | 0.00134363 | 0.0014305 | 0.00261316 | | -0.00793673 | 0.00441634 | | -0.00273778 | 0.00418017 |
$\Lambda$ | 19.6 | 0.3 | -0.00494428 | 0.00140326 | 0.001703 | | -0.00368517 | 0.00435082 | | -0.00995906 | 0.00410471 |
$\Lambda$ | 19.6 | 0.5 | -0.00623887 | 0.00150358 | 0.00245633 | | -0.000582771 | 0.00466461 | | -0.0187657 | 0.00442857 |
$\Lambda$ | 19.6 | 0.7 | -0.00127605 | 0.00196468 | 0.00457274 | | -0.00860105 | 0.006017 | | -0.0139758 | 0.00578275 |
$\Lambda$ | 19.6 | 0.9 | 999 | 0.00345874 | 0.00654579 | | 0.0136913 | 0.0100146 | | 999 | 0.00961494 |
$\Lambda$ | 27 | -0.9 | 999 | 0.00311308 | 0.00191919 | | -0.0189653 | 0.00716416 | | 999 | 0.00832466 |
$\Lambda$ | 27 | -0.7 | 0.00138695 | 0.00181415 | 0.00111661 | | 0.00209958 | 0.00439623 | | 0.0178981 | 0.00514535 |
$\Lambda$ | 27 | -0.5 | 0.00619157 | 0.00141006 | 0.000694088 | | -0.00122529 | 0.00343672 | | 0.0195584 | 0.00400569 |
$\Lambda$ | 27 | -0.3 | 0.000395897 | 0.00131539 | 0.000539996 | | -0.000447168 | 0.00320294 | | 0.0117468 | 0.0036995 |
$\Lambda$ | 27 | -0.1 | 0.0005452 | 0.00133693 | 0.000680244 | | -0.00240645 | 0.0032428 | | 0.00845361 | 0.00373815 |
$\Lambda$ | 27 | 0.1 | 0.000768039 | 0.00134592 | 0.000416225 | | -0.00604413 | 0.00326112 | | -0.00205282 | 0.00375652 |
$\Lambda$ | 27 | 0.3 | -0.00158266 | 0.00134317 | 0.000826496 | | -0.00540305 | 0.0032624 | | -0.0109591 | 0.00375102 |
$\Lambda$ | 27 | 0.5 | -0.0022941 | 0.00144942 | 0.000865985 | | 0.00284584 | 0.00354325 | | -0.0184661 | 0.00410138 |
$\Lambda$ | 27 | 0.7 | -0.00187827 | 0.00187489 | 0.00106546 | | 6.65147e-05 | 0.00455996 | | -0.022711 | 0.00531436 |
$\Lambda$ | 27 | 0.9 | 999 | 0.00322571 | 0.00250533 | | 0.00179393 | 0.00743882 | | 999 | 0.00861674 |
$\Lambda$ | 39 | -0.9 | 999 | 0.00305434 | 0.00173007 | | 0.0280546 | 0.00684681 | | 999 | 0.0211023 |
$\Lambda$ | 39 | -0.7 | 0.00426124 | 0.0017771 | 0.000987176 | | -0.0143002 | 0.00393848 | | 0.00680357 | 0.0123079 |
$\Lambda$ | 39 | -0.5 | 0.00570397 | 0.00141387 | 0.000688358 | | 0.000696555 | 0.00315349 | | 0.017189 | 0.00961039 |
$\Lambda$ | 39 | -0.3 | 0.00249 | 0.00132737 | 0.000502982 | | -0.012307 | 0.00297748 | | 0.01033 | 0.00893552 |
$\Lambda$ | 39 | -0.1 | 0.00114879 | 0.00133107 | 0.000432132 | | 0.00490975 | 0.00298279 | | 0.00615565 | 0.00896574 |
$\Lambda$ | 39 | 0.1 | 0.00109851 | 0.00130544 | 0.00036138 | | 0.00888122 | 0.0029225 | | -0.00464861 | 0.00877746 |
$\Lambda$ | 39 | 0.3 | -0.00107207 | 0.00126985 | 0.000455634 | | 0.00118018 | 0.00284471 | | -0.00309041 | 0.00856433 |
$\Lambda$ | 39 | 0.5 | -0.00430142 | 0.00133916 | 0.000431369 | | 0.00366636 | 0.0029901 | | -0.0158658 | 0.00913122 |
$\Lambda$ | 39 | 0.7 | 0.00186717 | 0.00167153 | 0.000747023 | | 0.0143776 | 0.00369697 | | -0.0240784 | 0.0115751 |
$\Lambda$ | 39 | 0.9 | 999 | 0.00282749 | 0.0025623 | | 0.0319743 | 0.00633908 | | 999 | 0.0195881 |
$\Lambda$ | 62.4 | -0.9 | 999 | 0.00801416 | 0 | | 0.142043 | 0.0200082 | | 999 | 0.0106531 |
$\Lambda$ | 62.4 | -0.7 | -0.00473916 | 0.00449389 | 0 | | -0.0640921 | 0.01111 | | 0.00966149 | 0.00593602 |
$\Lambda$ | 62.4 | -0.5 | 0.00437367 | 0.0035636 | 0 | | -0.0107788 | 0.00884343 | | -0.00312852 | 0.00458166 |
$\Lambda$ | 62.4 | -0.3 | 0.00399862 | 0.00333621 | 0 | | 0.0268449 | 0.0084873 | | -0.000493931 | 0.00424376 |
$\Lambda$ | 62.4 | -0.1 | 0.000326633 | 0.0033129 | 0 | | -0.0280773 | 0.00867343 | | 0.00614842 | 0.00423698 |
$\Lambda$ | 62.4 | 0.1 | -0.00246783 | 0.00313172 | 0 | | 0.0280773 | 0.00867343 | | -0.0034713 | 0.00401577 |
$\Lambda$ | 62.4 | 0.3 | -0.00435027 | 0.00297687 | 0 | | -0.0268449 | 0.0084873 | | 0.00840398 | 0.00381469 |
$\Lambda$ | 62.4 | 0.5 | -0.00363783 | 0.00311881 | 0 | | 0.0107788 | 0.00884343 | | 7.75502e-05 | 0.00401259 |
$\Lambda$ | 62.4 | 0.7 | -0.00318485 | 0.00392916 | 0 | | 0.0640921 | 0.01111 | | -0.00510217 | 0.00518589 |
$\Lambda$ | 62.4 | 0.9 | 999 | 0.00682747 | 0 | | -0.142043 | 0.0200082 | | 999 | 0.00903685 |
$\Lambda$ | 200 | -0.9 | 999 | 0.00195987 | 0.00139 | | 0.019865 | 0.00344184 | | 999 | 0.00323766 |
$\Lambda$ | 200 | -0.7 | -0.00041152 | 0.00114355 | 0.00061132 | | 0.00290125 | 0.0019687 | | 0.00278401 | 0.00191189 |
$\Lambda$ | 200 | -0.5 | 0.00364318 | 0.000931237 | 0.000832 | | 0.00111069 | 0.00160849 | | 0.00109925 | 0.00153604 |
$\Lambda$ | 200 | -0.3 | -0.0005488 | 0.000891981 | 0.000597 | | -0.0063515 | 0.00154584 | | -0.000269264 | 0.00145434 |
$\Lambda$ | 200 | -0.1 | -0.00327858 | 0.000907236 | 0.000212 | | 0.00035074 | 0.00157869 | | -0.0011782 | 0.00147713 |
$\Lambda$ | 200 | 0.1 | 0.00327858 | 0.000907236 | 0.00051 | | -0.00035074 | 0.00157869 | | 0.0011782 | 0.00147713 |
$\Lambda$ | 200 | 0.3 | 0.0005488 | 0.000891981 | 0.0004431 | | 0.0063515 | 0.00154584 | | 0.000269264 | 0.00145434 |
$\Lambda$ | 200 | 0.5 | -0.00364318 | 0.000931237 | 0.000814 | | -0.00111069 | 0.00160849 | | -0.00109925 | 0.00153604 |
$\Lambda$ | 200 | 0.7 | 0.00041152 | 0.00114355 | 0.00077 | | -0.00290125 | 0.0019687 | | -0.00278401 | 0.00191189 |
$\Lambda$ | 200 | 0.9 | 999 | 0.00195987 | 0.00134 | | -0.019865 | 0.00344184 | | 999 | 0.00323766 |
$\bar{\Lambda}$ | 7.7 | -0.9 | 999 | 0.0154529 | 0.049973 | | -0.105846 | 0.043607 | | 999 | 0.0279661 |
$\bar{\Lambda}$ | 7.7 | -0.7 | 0.0281278 | 0.00825041 | 0.0124383 | | 0.00466198 | 0.0235986 | | -0.0173358 | 0.0152184 |
$\bar{\Lambda}$ | 7.7 | -0.5 | 0.0167157 | 0.00493199 | 0.00746104 | | -0.0161834 | 0.016639 | | 0.0195995 | 0.0102216 |
$\bar{\Lambda}$ | 7.7 | -0.3 | 0.000211785 | 0.00401619 | 0.0046381 | | -0.0475507 | 0.0132622 | | -0.0239851 | 0.0083795 |
$\bar{\Lambda}$ | 7.7 | -0.1 | 0.00182018 | 0.00384095 | 0.00387842 | | 0.0219071 | 0.0133761 | | 0.0037309 | 0.00696034 |
$\bar{\Lambda}$ | 7.7 | 0.1 | 0.00793299 | 0.00371972 | 0.00343406 | | -0.0068255 | 0.0125029 | | -0.0079154 | 0.00710326 |
$\bar{\Lambda}$ | 7.7 | 0.3 | -0.00785797 | 0.00385426 | 0.00373082 | | -0.000344245 | 0.0129396 | | 0.00907859 | 0.00750803 |
$\bar{\Lambda}$ | 7.7 | 0.5 | -0.0102045 | 0.0044618 | 0.00376462 | | 0.051508 | 0.0161905 | | -0.015792 | 0.00886345 |
$\bar{\Lambda}$ | 7.7 | 0.7 | -0.0228864 | 0.00678165 | 0.0110753 | | 0.00548236 | 0.0213288 | | -0.0206661 | 0.0137073 |
$\bar{\Lambda}$ | 7.7 | 0.9 | 999 | 0.0155571 | 0.0404854 | | -0.04155 | 0.0388466 | | 999 | 0.0224542 |
$\bar{\Lambda}$ | 11.5 | -0.9 | 999 | 0.0238554 | 0.0536952 | | -0.281841 | 0.0775112 | | 999 | 0.059982 |
$\bar{\Lambda}$ | 11.5 | -0.7 | -0.00151008 | 0.0117642 | 0.0177759 | | -0.10925 | 0.0381143 | | -0.00938368 | 0.0252854 |
$\bar{\Lambda}$ | 11.5 | -0.5 | 0.00987924 | 0.00779878 | 0.00919259 | | -0.0647716 | 0.0253369 | | 0.0319272 | 0.0155362 |
$\bar{\Lambda}$ | 11.5 | -0.3 | 0.00489956 | 0.00654978 | 0.00513251 | | -0.0187496 | 0.0220594 | | 0.00344548 | 0.0133188 |
$\bar{\Lambda}$ | 11.5 | -0.1 | 0.0138603 | 0.00633462 | 0.0075865 | | 0.0397775 | 0.0212718 | | 0.0168678 | 0.0126378 |
$\bar{\Lambda}$ | 11.5 | 0.1 | -0.01372 | 0.0062616 | 0.0055213 | | -0.11154 | 0.0208213 | | 0.00314636 | 0.0127367 |
$\bar{\Lambda}$ | 11.5 | 0.3 | -0.013749 | 0.00636349 | 0.00705573 | | 0.0422043 | 0.0208615 | | 0.00175736 | 0.0126562 |
$\bar{\Lambda}$ | 11.5 | 0.5 | -0.00458927 | 0.00739405 | 0.00665592 | | -0.0566694 | 0.0240713 | | -0.0103899 | 0.0149794 |
$\bar{\Lambda}$ | 11.5 | 0.7 | -0.0279471 | 0.0108393 | 0.0173515 | | -0.0709627 | 0.0357333 | | -0.0412582 | 0.02301 |
$\bar{\Lambda}$ | 11.5 | 0.9 | 999 | 0.0215276 | 0.0380356 | | -0.0735127 | 0.069196 | | 999 | 0.0516242 |
$\bar{\Lambda}$ | 14.5 | -0.9 | 999 | 0.0215279 | 0.0397926 | | -0.0807742 | 0.0663341 | | 999 | 0.0576738 |
$\bar{\Lambda}$ | 14.5 | -0.7 | 0.032443 | 0.0111869 | 0.0225941 | | 0.204906 | 0.0358797 | | -0.00478739 | 0.0270986 |
$\bar{\Lambda}$ | 14.5 | -0.5 | 0.0268611 | 0.00786775 | 0.0160664 | | -0.0106173 | 0.0257363 | | -0.0241394 | 0.0186928 |
$\bar{\Lambda}$ | 14.5 | -0.3 | 0.0190232 | 0.00698048 | 0.00937323 | | 0.0904913 | 0.0225808 | | -0.00816642 | 0.0161855 |
$\bar{\Lambda}$ | 14.5 | -0.1 | 0.00257786 | 0.00675866 | 0.0171304 | | -0.0175315 | 0.0221521 | | -0.0131413 | 0.0158645 |
$\bar{\Lambda}$ | 14.5 | 0.1 | -0.011839 | 0.00670683 | 0.00704681 | | -0.00996445 | 0.0220371 | | -0.0330822 | 0.0158048 |
$\bar{\Lambda}$ | 14.5 | 0.3 | -0.00793202 | 0.00689059 | 0.00960126 | | 0.0169582 | 0.0225226 | | -0.0153521 | 0.0160316 |
$\bar{\Lambda}$ | 14.5 | 0.5 | -0.0113429 | 0.00776089 | 0.0139902 | | -0.049138 | 0.0253249 | | -0.00850477 | 0.0184698 |
$\bar{\Lambda}$ | 14.5 | 0.7 | 0.0164739 | 0.0109294 | 0.0199665 | | -0.00448595 | 0.0352989 | | -0.0482638 | 0.0268353 |
$\bar{\Lambda}$ | 14.5 | 0.9 | 999 | 0.0209227 | 0.0421407 | | -0.0138348 | 0.0665901 | | 999 | 0.0552036 |
$\bar{\Lambda}$ | 19.6 | -0.9 | 999 | 0.0101289 | 0.0170951 | | 0.0206706 | 0.031146 | | 999 | 0.0270481 |
$\bar{\Lambda}$ | 19.6 | -0.7 | 0.0203222 | 0.0052641 | 0.00427934 | | -0.00810249 | 0.0170325 | | 0.0326013 | 0.0145881 |
$\bar{\Lambda}$ | 19.6 | -0.5 | 0.0139972 | 0.00370788 | 0.00423139 | | -0.0224422 | 0.0120774 | | 0.0100983 | 0.0101251 |
$\bar{\Lambda}$ | 19.6 | -0.3 | 0.0134425 | 0.00327911 | 0.00316695 | | 0.0203039 | 0.0107068 | | -0.01481 | 0.00875007 |
$\bar{\Lambda}$ | 19.6 | -0.1 | 0.00219798 | 0.0031984 | 0.00200858 | | 0.0105175 | 0.0104503 | | -0.00324189 | 0.00858157 |
$\bar{\Lambda}$ | 19.6 | 0.1 | -0.00932732 | 0.00316987 | 0.00284057 | | -0.0100333 | 0.0103524 | | -0.0190081 | 0.00857897 |
$\bar{\Lambda}$ | 19.6 | 0.3 | 0.00265485 | 0.00318037 | 0.00273367 | | -0.0143312 | 0.0104798 | | -0.0143505 | 0.00861882 |
$\bar{\Lambda}$ | 19.6 | 0.5 | -0.0109442 | 0.00358044 | 0.00258204 | | 0.00499372 | 0.0116237 | | -0.00403334 | 0.00973685 |
$\bar{\Lambda}$ | 19.6 | 0.7 | -0.0240656 | 0.00494545 | 0.00483586 | | -0.00627368 | 0.0159238 | | -0.0164659 | 0.0137944 |
$\bar{\Lambda}$ | 19.6 | 0.9 | 999 | 0.00935808 | 0.0163252 | | -0.0752826 | 0.0280233 | | 999 | 0.0249575 |
$\bar{\Lambda}$ | 27 | -0.9 | 999 | 0.00657251 | 0.0146342 | | 0.00538181 | 0.0152752 | | 999 | 0.0170733 |
$\bar{\Lambda}$ | 27 | -0.7 | 0.0197703 | 0.00360259 | 0.00613143 | | -0.0229831 | 0.0090862 | | 0.0117779 | 0.00978471 |
$\bar{\Lambda}$ | 27 | -0.5 | 0.00685605 | 0.00269958 | 0.00367794 | | 0.0092013 | 0.0068715 | | 0.01459 | 0.00726977 |
$\bar{\Lambda}$ | 27 | -0.3 | 0.00659385 | 0.00243789 | 0.00228635 | | -0.00341546 | 0.00620978 | | -0.00023807 | 0.00644442 |
$\bar{\Lambda}$ | 27 | -0.1 | 0.00163376 | 0.00242901 | 0.00191187 | | -0.00903809 | 0.00615378 | | 0.0107616 | 0.00638304 |
$\bar{\Lambda}$ | 27 | 0.1 | -0.00227701 | 0.00244124 | 0.00169282 | | -0.00109659 | 0.00619477 | | -0.0103449 | 0.00638971 |
$\bar{\Lambda}$ | 27 | 0.3 | -0.00397108 | 0.00248088 | 0.00183911 | | -0.000695096 | 0.00630104 | | 0.00182694 | 0.00654403 |
$\bar{\Lambda}$ | 27 | 0.5 | -0.0134771 | 0.00275937 | 0.00185577 | | 0.0135524 | 0.00703559 | | -0.0180177 | 0.00739978 |
$\bar{\Lambda}$ | 27 | 0.7 | -0.017139 | 0.00372212 | 0.00545957 | | 0.00698451 | 0.00935392 | | -0.0259814 | 0.0101144 |
$\bar{\Lambda}$ | 27 | 0.9 | 999 | 0.00678614 | 0.0159573 | | -0.00389211 | 0.015841 | | 999 | 0.0176728 |
$\bar{\Lambda}$ | 39 | -0.9 | 999 | 0.00524542 | 0.0116085 | | 0.0293973 | 0.0120258 | | 999 | 0.0355755 |
$\bar{\Lambda}$ | 39 | -0.7 | 0.0117122 | 0.00292795 | 0.00438277 | | 0.0195596 | 0.00663306 | | 0.0336257 | 0.0196233 |
$\bar{\Lambda}$ | 39 | -0.5 | 0.0121886 | 0.00225865 | 0.00262898 | | -0.00603971 | 0.00520067 | | 0.00423907 | 0.0147582 |
$\bar{\Lambda}$ | 39 | -0.3 | 0.00871436 | 0.0020695 | 0.00163428 | | -0.00759294 | 0.0047902 | | -0.00732945 | 0.0134137 |
$\bar{\Lambda}$ | 39 | -0.1 | 0.0066475 | 0.00204756 | 0.0013666 | | -0.0263304 | 0.00473716 | | 0.00479745 | 0.0132285 |
$\bar{\Lambda}$ | 39 | 0.1 | -0.0041614 | 0.00200924 | 0.00121003 | | 0.0169093 | 0.00465207 | | -0.0182342 | 0.0129648 |
$\bar{\Lambda}$ | 39 | 0.3 | -0.00368296 | 0.0019842 | 0.0013146 | | -0.00462788 | 0.00459678 | | -0.023364 | 0.0128195 |
$\bar{\Lambda}$ | 39 | 0.5 | -0.00800654 | 0.00214525 | 0.0013265 | | 0.000641664 | 0.00493068 | | 0.00622251 | 0.0140862 |
$\bar{\Lambda}$ | 39 | 0.7 | -0.013851 | 0.00274596 | 0.00390251 | | 0.0227907 | 0.00619465 | | -0.0174432 | 0.0184209 |
$\bar{\Lambda}$ | 39 | 0.9 | 999 | 0.00479921 | 0.0112655 | | 0.0351514 | 0.0110193 | | 999 | 0.032746 |
$\bar{\Lambda}$ | 62.4 | -0.9 | 999 | 0.0114137 | 0 | | -0.780581 | 0.0282339 | | 999 | 0.0193018 |
$\bar{\Lambda}$ | 62.4 | -0.7 | -0.000671473 | 0.00632615 | 0 | | 0.0352971 | 0.0161197 | | -0.0490407 | 0.0107668 |
$\bar{\Lambda}$ | 62.4 | -0.5 | 0.0141682 | 0.00388668 | 0 | | -0.189159 | 0.0114306 | | -0.00368881 | 0.00660027 |
$\bar{\Lambda}$ | 62.4 | -0.3 | 0.0125233 | 0.00335989 | 0 | | 0.0994107 | 0.0116318 | | -0.00705688 | 0.00758944 |
$\bar{\Lambda}$ | 62.4 | -0.1 | 0.00207689 | 0.0044053 | 0 | | 0.000675582 | 0.0118586 | | -0.00629977 | 0.00748632 |
$\bar{\Lambda}$ | 62.4 | 0.1 | -0.00257153 | 0.00416237 | 0 | | -0.000675582 | 0.0118586 | | -0.0143297 | 0.00708987 |
$\bar{\Lambda}$ | 62.4 | 0.3 | -0.00642036 | 0.00299984 | 0 | | -0.0994107 | 0.0116318 | | -0.00916313 | 0.00681764 |
$\bar{\Lambda}$ | 62.4 | 0.5 | -0.00863172 | 0.00424902 | 0 | | 0.189159 | 0.0114306 | | 0.0238784 | 0.0072834 |
$\bar{\Lambda}$ | 62.4 | 0.7 | 0.0101941 | 0.00545 | 0 | | -0.0352971 | 0.0161197 | | -0.0074067 | 0.00947246 |
$\bar{\Lambda}$ | 62.4 | 0.9 | 999 | 0.0096713 | 0 | | 0.780581 | 0.0282339 | | 999 | 0.0165418 |
$\bar{\Lambda}$ | 200 | -0.9 | 999 | 0.00221889 | 0.0013 | | -0.0164364 | 0.00562232 | | 999 | 0.00421815 |
$\bar{\Lambda}$ | 200 | -0.7 | 0.00159157 | 0.00128717 | 0.00067 | | 0.0181345 | 0.00331616 | | 0.00163891 | 0.00249214 |
$\bar{\Lambda}$ | 200 | -0.5 | 0.00303814 | 0.00104868 | 0.000341 | | -0.133686 | 0.00278529 | | -0.000695307 | 0.00198862 |
$\bar{\Lambda}$ | 200 | -0.3 | 0.00593897 | 0.000996213 | 0.000413 | | 0.0108481 | 0.00269092 | | 0.00195592 | 0.00188114 |
$\bar{\Lambda}$ | 200 | -0.1 | -0.000644654 | 0.0010116 | 0.000411 | | 0.000885464 | 0.00270758 | | 0.0019186 | 0.00190075 |
$\bar{\Lambda}$ | 200 | 0.1 | 0.000644654 | 0.0010116 | 0.00031 | | -0.000885464 | 0.00270758 | | -0.0019186 | 0.00190075 |
$\bar{\Lambda}$ | 200 | 0.3 | -0.00593897 | 0.000996213 | 0.00046 | | -0.0108481 | 0.00269092 | | -0.00195592 | 0.00188114 |
$\bar{\Lambda}$ | 200 | 0.5 | -0.00303814 | 0.00104868 | 0.000321 | | 0.133686 | 0.00278529 | | 0.000695307 | 0.00198862 |
$\bar{\Lambda}$ | 200 | 0.7 | -0.00159157 | 0.00128717 | 0.00052 | | -0.0181345 | 0.00331616 | | -0.00163891 | 0.00249214 |
$\bar{\Lambda}$ | 200 | 0.9 | 999 | 0.00221889 | 0.0017 | | 0.0164364 | 0.00562232 | | 999 | 0.00421815 |
$K^{0}_{s}$ | 7.7 | -0.9 | -0.0015856 | 0.00797538 | 0.00431337 | | -0.0226871 | 0.0272727 | | 0.0496795 | 0.0155005 |
$K^{0}_{s}$ | 7.7 | -0.7 | 0.00792031 | 0.00514038 | 0.00250795 | | -0.0240261 | 0.0170686 | | 0.0382792 | 0.0101451 |
$K^{0}_{s}$ | 7.7 | -0.5 | 0.00735313 | 0.00412502 | 0.00193296 | | -0.0214338 | 0.0135674 | | -0.00018762 | 0.00829719 |
$K^{0}_{s}$ | 7.7 | -0.3 | 0.000645747 | 0.0037433 | 0.00144711 | | 0.0206172 | 0.0121639 | | 0.00548587 | 0.00764213 |
$K^{0}_{s}$ | 7.7 | -0.1 | 0.00754253 | 0.00360084 | 0.00162772 | | 0.0109731 | 0.0116522 | | 0.00371932 | 0.00733914 |
$K^{0}_{s}$ | 7.7 | 0.1 | 0.00232331 | 0.00356258 | 0.000835485 | | -0.0164999 | 0.0115097 | | -0.00765352 | 0.00730087 |
$K^{0}_{s}$ | 7.7 | 0.3 | -0.00325819 | 0.00363238 | 0.0014933 | | 0.0142664 | 0.0117189 | | -0.0102436 | 0.00738212 |
$K^{0}_{s}$ | 7.7 | 0.5 | -0.00659414 | 0.00390499 | 0.00268569 | | 0.00832436 | 0.0127293 | | -0.00847164 | 0.0078727 |
$K^{0}_{s}$ | 7.7 | 0.7 | -0.00408018 | 0.00468128 | 0.00328101 | | 0.00657213 | 0.0155683 | | -0.0285099 | 0.00938296 |
$K^{0}_{s}$ | 7.7 | 0.9 | -0.00633663 | 0.0068864 | 0.00567134 | | 0.0236578 | 0.0231411 | | -0.0288588 | 0.013526 |
$K^{0}_{s}$ | 11.5 | -0.9 | 0.00799735 | 0.00410309 | 0.00291376 | | 0.0430236 | 0.0135428 | | 0.0289994 | 0.00826195 |
$K^{0}_{s}$ | 11.5 | -0.7 | 0.0102179 | 0.00261306 | 0.00160585 | | 0.00631637 | 0.00847082 | | 0.0282943 | 0.00536409 |
$K^{0}_{s}$ | 11.5 | -0.5 | 0.00967692 | 0.00215823 | 0.00233897 | | -0.00333451 | 0.00693458 | | 0.0130158 | 0.00450028 |
$K^{0}_{s}$ | 11.5 | -0.3 | 0.00293892 | 0.00200526 | 0.000888466 | | 0.00844277 | 0.00640667 | | 0.010742 | 0.00419854 |
$K^{0}_{s}$ | 11.5 | -0.1 | 0.00480872 | 0.00194926 | 0.00122248 | | 0.00931766 | 0.00620499 | | 0.000945094 | 0.00410569 |
$K^{0}_{s}$ | 11.5 | 0.1 | -0.00146739 | 0.00193251 | 0.000762629 | | -0.000837038 | 0.00614525 | | -0.00968561 | 0.00408299 |
$K^{0}_{s}$ | 11.5 | 0.3 | -0.00377374 | 0.00196309 | 0.00107356 | | -0.00385977 | 0.00623892 | | -0.00225788 | 0.00411375 |
$K^{0}_{s}$ | 11.5 | 0.5 | -0.00872443 | 0.00208265 | 0.00200246 | | -0.000903114 | 0.00664468 | | -0.00611114 | 0.00435028 |
$K^{0}_{s}$ | 11.5 | 0.7 | -0.00765977 | 0.00245239 | 0.00158683 | | -0.00578483 | 0.00793237 | | -0.0193474 | 0.00507631 |
$K^{0}_{s}$ | 11.5 | 0.9 | -0.00213855 | 0.00367348 | 0.00183484 | | 0.00150311 | 0.0122295 | | -0.0211373 | 0.00747207 |
$K^{0}_{s}$ | 14.5 | -0.9 | 0.00928085 | 0.0046839 | 0.00360927 | | 0.00489068 | 0.0152043 | | 0.0467432 | 0.0109204 |
$K^{0}_{s}$ | 14.5 | -0.7 | 0.0108438 | 0.00313777 | 0.00274784 | | -1.86436e-05 | 0.0100083 | | 0.0125553 | 0.00748721 |
$K^{0}_{s}$ | 14.5 | -0.5 | 0.0071603 | 0.00266506 | 0.00239947 | | 0.00285438 | 0.0084015 | | 0.0105922 | 0.00640465 |
$K^{0}_{s}$ | 14.5 | -0.3 | 0.0048965 | 0.00249549 | 0.00226721 | | 0.0289627 | 0.0078636 | | 0.00981263 | 0.00603605 |
$K^{0}_{s}$ | 14.5 | -0.1 | 0.001648 | 0.00243964 | 0.00221795 | | -0.0203984 | 0.00765317 | | -0.00419701 | 0.00589648 |
$K^{0}_{s}$ | 14.5 | 0.1 | -0.000977968 | 0.00242376 | 0.00221137 | | -0.00706729 | 0.00761883 | | -0.00316761 | 0.0058874 |
$K^{0}_{s}$ | 14.5 | 0.3 | -0.00352733 | 0.00246127 | 0.0022407 | | -0.0195455 | 0.00773903 | | -0.0181606 | 0.00594322 |
$K^{0}_{s}$ | 14.5 | 0.5 | -0.0107255 | 0.00260046 | 0.00234821 | | -0.0274909 | 0.0082484 | | -0.00210248 | 0.00628693 |
$K^{0}_{s}$ | 14.5 | 0.7 | -0.00519657 | 0.00304657 | 0.00266526 | | -0.0243648 | 0.0097564 | | -0.00273761 | 0.0072998 |
$K^{0}_{s}$ | 14.5 | 0.9 | -0.0123978 | 0.00457747 | 0.0035475 | | -0.0437362 | 0.0151397 | | -0.0370833 | 0.0106513 |
$K^{0}_{s}$ | 19.6 | -0.9 | 0.00946859 | 0.00239439 | 0.00200402 | | 0.00129002 | 0.00898593 | | 0.0261737 | 0.00730324 |
$K^{0}_{s}$ | 19.6 | -0.7 | 0.00620659 | 0.00175635 | 0.0016491 | | 0.000312506 | 0.00601175 | | 0.0195417 | 0.00510466 |
$K^{0}_{s}$ | 19.6 | -0.5 | 0.00795911 | 0.00152868 | 0.00191441 | | 0.00879895 | 0.00500098 | | 0.0146587 | 0.00433915 |
$K^{0}_{s}$ | 19.6 | -0.3 | 0.0027295 | 0.00144237 | 0.0010017 | | 0.00394077 | 0.00466158 | | 0.0106609 | 0.00406222 |
$K^{0}_{s}$ | 19.6 | -0.1 | -0.00122208 | 0.00140975 | 0.000531504 | | -0.000125448 | 0.00454464 | | 0.0142153 | 0.0039732 |
$K^{0}_{s}$ | 19.6 | 0.1 | -0.00214797 | 0.00139712 | 0.000726017 | | -0.000817317 | 0.00450832 | | -0.0039334 | 0.00394503 |
$K^{0}_{s}$ | 19.6 | 0.3 | -0.00442092 | 0.00140756 | 0.000762149 | | -0.00440351 | 0.00454905 | | -0.010676 | 0.00397795 |
$K^{0}_{s}$ | 19.6 | 0.5 | -0.00638439 | 0.00146914 | 0.00150406 | | -0.00832119 | 0.0048194 | | -0.01466 | 0.00417402 |
$K^{0}_{s}$ | 19.6 | 0.7 | -0.010028 | 0.00165535 | 0.00220434 | | -0.014822 | 0.00562414 | | -0.0140283 | 0.00478885 |
$K^{0}_{s}$ | 19.6 | 0.9 | -0.0117248 | 0.0021879 | 0.003798 | | 0.0129086 | 0.00798521 | | -0.0177539 | 0.00659459 |
$K^{0}_{s}$ | 27 | -0.9 | 0.014183 | 0.00189527 | 0.000607517 | | 0.0220699 | 0.00564757 | | 0.0236852 | 0.00582265 |
$K^{0}_{s}$ | 27 | -0.7 | 0.00816673 | 0.00139981 | 0.000353232 | | -0.00751337 | 0.00383692 | | 0.0155932 | 0.00410049 |
$K^{0}_{s}$ | 27 | -0.5 | 0.00338323 | 0.00123316 | 0.000272248 | | 0.00389985 | 0.0032327 | | 0.0127052 | 0.00352021 |
$K^{0}_{s}$ | 27 | -0.3 | 0.00183529 | 0.00118363 | 0.000203818 | | 0.00295967 | 0.00305268 | | 0.00266785 | 0.00334252 |
$K^{0}_{s}$ | 27 | -0.1 | 0.00316912 | 0.00117543 | 0.000229256 | | 0.0090678 | 0.00301955 | | 0.00310161 | 0.00330391 |
$K^{0}_{s}$ | 27 | 0.1 | -0.00214379 | 0.00118211 | 0.000117674 | | 3.86419e-05 | 0.00303734 | | 0.000564637 | 0.00331813 |
$K^{0}_{s}$ | 27 | 0.3 | -0.0026701 | 0.00120144 | 0.000210324 | | -0.00639914 | 0.00310504 | | -0.00290306 | 0.00337878 |
$K^{0}_{s}$ | 27 | 0.5 | -0.0067506 | 0.00126468 | 0.000378266 | | 0.0139052 | 0.0033194 | | -0.011582 | 0.00358005 |
$K^{0}_{s}$ | 27 | 0.7 | -0.00949341 | 0.00144514 | 0.000462114 | | -0.00408441 | 0.00396203 | | -0.0160367 | 0.00419717 |
$K^{0}_{s}$ | 27 | 0.9 | -0.00793282 | 0.00196868 | 0.00079878 | | 0.0042688 | 0.00584051 | | -0.0194233 | 0.005971 |
$K^{0}_{s}$ | 39 | -0.9 | 0.00102458 | 0.0023407 | 0.000373559 | | 0.0103062 | 0.00563351 | | 0.0147992 | 0.0148141 |
$K^{0}_{s}$ | 39 | -0.7 | 0.00414954 | 0.00149196 | 0.000205878 | | 0.0018429 | 0.00348582 | | 0.00795225 | 0.00965514 |
$K^{0}_{s}$ | 39 | -0.5 | 0.00686896 | 0.00126599 | 0.000299868 | | 0.00425512 | 0.00292062 | | 0.0151805 | 0.00826767 |
$K^{0}_{s}$ | 39 | -0.3 | 0.00378859 | 0.00119251 | 0.000113906 | | -0.00343591 | 0.00274242 | | 0.00657075 | 0.00779811 |
$K^{0}_{s}$ | 39 | -0.1 | 0.000268599 | 0.00116314 | 0.000156728 | | -0.00368509 | 0.00266798 | | 0.014211 | 0.0076228 |
$K^{0}_{s}$ | 39 | 0.1 | 0.00049292 | 0.00114634 | 9.77729e-05 | | -0.00141116 | 0.00262718 | | -0.00909092 | 0.00752438 |
$K^{0}_{s}$ | 39 | 0.3 | -0.00454165 | 0.0011464 | 0.000137636 | | -0.00433909 | 0.00262493 | | -0.00926628 | 0.00753234 |
$K^{0}_{s}$ | 39 | 0.5 | -0.00305072 | 0.00119502 | 0.000256726 | | -0.00137161 | 0.00274507 | | -0.0228489 | 0.00783033 |
$K^{0}_{s}$ | 39 | 0.7 | -0.00820896 | 0.00138014 | 0.00020344 | | 0.00273553 | 0.00321136 | | -0.00424774 | 0.00897522 |
$K^{0}_{s}$ | 39 | 0.9 | -0.0118647 | 0.0020789 | 0.000235236 | | -0.0217177 | 0.00495027 | | -0.0149794 | 0.0131716 |
$K^{0}_{s}$ | 62.4 | -0.9 | 0.00570298 | 0.00674112 | 0 | | -0.147494 | 0.0123924 | | 0.00933785 | 0.00793108 |
$K^{0}_{s}$ | 62.4 | -0.7 | 0.00624644 | 0.00507385 | 0 | | 0.103374 | 0.0091462 | | 0.0135767 | 0.00610284 |
$K^{0}_{s}$ | 62.4 | -0.5 | 0.00354175 | 0.00450974 | 0 | | 0.0234133 | 0.00811772 | | 0.00737866 | 0.00544987 |
$K^{0}_{s}$ | 62.4 | -0.3 | 0.00256545 | 0.004259 | 0 | | -0.0313856 | 0.00776525 | | 0.00545181 | 0.00517963 |
$K^{0}_{s}$ | 62.4 | -0.1 | 0.00422673 | 0.00246813 | 0 | | 0.00585435 | 0.00770669 | | -0.0119135 | 0.00501551 |
$K^{0}_{s}$ | 62.4 | 0.1 | -0.00432587 | 0.0015965 | 0 | | -0.00585435 | 0.00770669 | | -0.00200458 | 0.00487906 |
$K^{0}_{s}$ | 62.4 | 0.3 | 0.00121095 | 0.00196529 | 0 | | 0.0313856 | 0.00776525 | | -0.000546659 | 0.00481008 |
$K^{0}_{s}$ | 62.4 | 0.5 | -0.000698363 | 0.00201095 | 0 | | -0.0234133 | 0.00811772 | | -0.00921874 | 0.00489851 |
$K^{0}_{s}$ | 62.4 | 0.7 | -0.00552664 | 0.00221897 | 0 | | -0.103374 | 0.0091462 | | -0.00710845 | 0.00535212 |
$K^{0}_{s}$ | 62.4 | 0.9 | -0.0129585 | 0.00283952 | 0 | | 0.147494 | 0.0123924 | | -0.0115501 | 0.00674917 |
$K^{0}_{s}$ | 200 | -0.9 | 0.00189171 | 0.00118614 | 0.000714 | | 0.0706025 | 0.00562232 | | -0.00462784 | 0.0029211 |
$K^{0}_{s}$ | 200 | -0.7 | 0.00115362 | 0.00086728 | 0.0004334 | | 0.0293415 | 0.00331616 | | -0.00622445 | 0.00220281 |
$K^{0}_{s}$ | 200 | -0.5 | 0.00140085 | 0.000771091 | 0.0003313 | | 0.00318269 | 0.00278529 | | 0.00102986 | 0.00197867 |
$K^{0}_{s}$ | 200 | -0.3 | 0.00146277 | 0.000744107 | 0.0003431 | | -0.000446198 | 0.00269092 | | -0.000954158 | 0.00191208 |
$K^{0}_{s}$ | 200 | -0.1 | 0.000155288 | 0.000738932 | 0.000323 | | -0.00467581 | 0.00270758 | | 0.00152276 | 0.00189917 |
$K^{0}_{s}$ | 200 | 0.1 | -0.000155288 | 0.000738932 | 0.0003112 | | 0.00467581 | 0.00270758 | | -0.00152276 | 0.00189917 |
$K^{0}_{s}$ | 200 | 0.3 | -0.00146277 | 0.000744107 | 0.000325 | | 0.000446198 | 0.00269092 | | 0.000954158 | 0.00191208 |
$K^{0}_{s}$ | 200 | 0.5 | -0.00140085 | 0.000771091 | 0.00044 | | -0.00318269 | 0.00278529 | | -0.00102986 | 0.00197867 |
$K^{0}_{s}$ | 200 | 0.7 | -0.00115362 | 0.00086728 | 0.000549 | | -0.0293415 | 0.00331616 | | 0.00622445 | 0.00220281 |
$K^{0}_{s}$ | 200 | 0.9 | -0.00189171 | 0.00118614 | 0.000635 | | -0.0706025 | 0.00562232 | | 0.00462784 | 0.0029211 |
Fig:2 data points
Particles | Energy | $dv_1/dy|_{y=0}$(10-40%) | Stat. Error(10-40%) | Sys. Err(10-40%) |
$p$ | 7.7 | 0.022534 | 0.000863638 | 0.00447883 |
$p$ | 11.5 | -0.000486069 | 0.000618966 | 0.00225644 |
$p$ | 14.5 | -0.00684062 | 0.000843574 | 0.0021 |
$p$ | 19.6 | -0.00690107 | 0.000853584 | 0.000933001 |
$p$ | 27 | -0.00561899 | 0.000836661 | 0.0008 |
$p$ | 39 | -0.00415636 | 0.000565664 | 0.0001 |
$p$ | 62.4 | -0.00127671 | 0.00168219 | 0.0031039 |
$p$ | 200 | -0.000601299 | 0.000738392 | 0.00011 |
$\bar{p}$ | 7.7 | -0.0453219 | 0.011382 | 0.00523765 |
$\bar{p}$ | 11.5 | -0.0365653 | 0.00371859 | 0.00325287 |
$\bar{p}$ | 14.5 | -0.0380232 | 0.00473727 | 0.00425287 |
$\bar{p}$ | 19.6 | -0.0311992 | 0.00264533 | 0.000150407 |
$\bar{p}$ | 27 | -0.026994 | 0.00195318 | 9.125e-05 |
$\bar{p}$ | 39 | -0.0206087 | 0.00107113 | 5e-05 |
$\bar{p}$ | 62.4 | -0.00598958 | 0.00281943 | 0.004238 |
$\bar{p}$ | 200 | -0.00552446 | 0.00040525 | 3.1e-05 |
$\pi^{+}$ | 7.7 | -0.0249697 | 0.000602224 | 0.00022904 |
$\pi^{+}$ | 11.5 | -0.0245736 | 0.000464752 | 0.00104725 |
$\pi^{+}$ | 14.5 | -0.0189913 | 0.000408242 | 0.00104725 |
$\pi^{+}$ | 19.6 | -0.0169655 | 0.000309662 | 7.63896e-05 |
$\pi^{+}$ | 27 | -0.0136131 | 0.000278147 | 0 |
$\pi^{+}$ | 39 | -0.0108059 | 0.000191003 | 0 |
$\pi^{+}$ | 62.4 | -0.00664033 | 0.000527071 | 0.0003208 |
$\pi^{+}$ | 200 | -0.002342 | 8.44155e-05 | 0 |
$\pi^{-}$ | 7.7 | -0.0185534 | 0.000584003 | 0.00032282 |
$\pi^{-}$ | 11.5 | -0.0217303 | 0.000459008 | 0.00120275 |
$\pi^{-}$ | 14.5 | -0.0180806 | 0.000400244 | 0.00120275 |
$\pi^{-}$ | 19.6 | -0.0152601 | 0.000305631 | 9.71138e-05 |
$\pi^{-}$ | 27 | -0.0129807 | 0.000275616 | 0 |
$\pi^{-}$ | 39 | -0.0105077 | 0.000190011 | 0 |
$\pi^{-}$ | 62.4 | -0.00839187 | 0.000525576 | 0.0002872 |
$\pi^{-}$ | 200 | -0.00222977 | 8.42512e-05 | 0 |
$K^{+}$ | 7.7 | -0.0137338 | 0.00166579 | 0.00076095 |
$K^{+}$ | 11.5 | -0.0135527 | 0.00100918 | 0.000472041 |
$K^{+}$ | 14.5 | -0.0127973 | 0.001172 | 0.00104204 |
$K^{+}$ | 19.6 | -0.0124038 | 0.00103033 | 0.000836145 |
$K^{+}$ | 27 | -0.0104937 | 0.000927541 | 0.00021 |
$K^{+}$ | 39 | -0.0082035 | 0.000581183 | 0.0002 |
$K^{+}$ | 62.4 | -0.00771108 | 0.00185789 | 0.0029149 |
$K^{+}$ | 200 | -0.00270561 | 0.000290576 | 0.000137 |
$K^{-}$ | 7.7 | -0.00756657 | 0.00290359 | 0.000950781 |
$K^{-}$ | 11.5 | -0.0163133 | 0.00150192 | 0.000974057 |
$K^{-}$ | 14.5 | -0.0160707 | 0.00162578 | 0.000974057 |
$K^{-}$ | 19.6 | -0.0174652 | 0.00132712 | 0.000458308 |
$K^{-}$ | 27 | -0.0147908 | 0.00112134 | 0.0002 |
$K^{-}$ | 39 | -0.011649 | 0.000672674 | 0.0001 |
$K^{-}$ | 62.4 | -0.010862 | 0.00205018 | 0.0030239 |
$K^{-}$ | 200 | -0.00336346 | 0.000302512 | 0.000194 |
$\Lambda$ | 7.7 | 0.0219604 | 0.00277975 | 0.00674509 |
$\Lambda$ | 11.5 | 0.00287503 | 0.00165445 | 0.00366773 |
$\Lambda$ | 14.5 | -0.00372834 | 0.0021826 | 0.0032 |
$\Lambda$ | 19.6 | -0.00834844 | 0.00135021 | 0.00316483 |
$\Lambda$ | 27 | -0.00476024 | 0.00124446 | 0.00158462 |
$\Lambda$ | 39 | -0.00535152 | 0.00118511 | 0.00188411 |
$\Lambda$ | 62.4 | -0.00487475 | 0.00288434 | 0.0038981 |
$\Lambda$ | 200 | -0.00261221 | 0.000796438 | 0.000518 |
$\bar{\Lambda}$ | 7.7 | -0.127641 | 0.0216388 | 0.0259797 |
$\bar{\Lambda}$ | 11.5 | -0.0227317 | 0.0068707 | 0.00727193 |
$\bar{\Lambda}$ | 14.5 | -0.0293627 | 0.00700362 | 0.0112 |
$\bar{\Lambda}$ | 19.6 | -0.0270551 | 0.00325228 | 0.00436881 |
$\bar{\Lambda}$ | 27 | -0.0223921 | 0.0024019 | 0.00236881 |
$\bar{\Lambda}$ | 39 | -0.0200651 | 0.00191146 | 0.00216881 |
$\bar{\Lambda}$ | 62.4 | -0.0134133 | 0.00357895 | 0.0080141 |
$\bar{\Lambda}$ | 200 | -0.00536905 | 0.000992722 | 0.00138 |
$K^{0}_{s}$ | 7.7 | -0.0105555 | 0.00339845 | 0.0023322 |
$K^{0}_{s}$ | 11.5 | -0.0148316 | 0.00178109 | 0.0021463 |
$K^{0}_{s}$ | 14.5 | -0.0140691 | 0.00219612 | 0.00253 |
$K^{0}_{s}$ | 19.6 | -0.012461 | 0.00123232 | 0.00132324 |
$K^{0}_{s}$ | 27 | -0.0112814 | 0.00102816 | 0.0008521 |
$K^{0}_{s}$ | 39 | -0.00980226 | 0.00102444 | 0.0008324 |
$K^{0}_{s}$ | 62.4 | -0.00620726 | 0.00247333 | 0.003981 |
$K^{0}_{s}$ | 200 | -0.00245265 | 0.000631757 | 0.0009 |
$\phi$ | 7.7 | -999 | 0.0155563 | 0.032 |
$\phi$ | 11.5 | 0.0199 | 0.0183 | 0.03 |
$\phi$ | 14.5 | -0.0311 | 0.00938 | 0.021 |
$\phi$ | 19.6 | -0.0304 | 0.00763 | 0.014 |
$\phi$ | 27 | -0.02 | 0.00644 | 0.015 |
$\phi$ | 39 | -0.013 | 0.006142 | 0.012 |
$\phi$ | 62.4 | -999 | 0 | 0 |
$\phi$ | 200 | -0.00366944 | 0.00203012 | 0.000533 |
Fig:3 data points
Fig3(a):$K^{-} (\bar{u}s) + \frac{1}{3} \bar{p} (\bar{uud})$
Energy | $dv_1/dy|_{y=0}$(10-40%) | Stat. Error(10-40%) | Sys. Err(10-40%) |
7.7 | -0.0226739 | 0.00477758 | 0.00198799 |
11.5 | -0.0285017 | 0.00194736 | 0.00145756 |
14.5 | -0.0294118 | 0.00204819 | 0.00122993 |
19.6 | -0.0278649 | 0.00159335 | 0.000461042 |
27 | -0.0237888 | 0.00129664 | 0.0002023 |
39 | -0.0185186 | 0.000761558 | 0.000101379 |
62.4 | -0.0128585 | 0.00225532 | 0.0033376 |
200 | -0.00520495 | 0.000331302 | 0.000194275 |
Fig3(b):$net~p - \frac{1}{3} \bar{p} + s$
Energy | $dv_1/dy|_{y=0}$(10-40%) | Stat. Error(10-40%) | Sys. Err(10-40%) |
7.7 | 0.0455882 | 0.00616267 | 0.00290342 |
11.5 | 0.0086281 | 0.00239687 | 0.00196316 |
14.5 | 0.00558123 | 0.00256473 | 0.0016699 |
19.6 | -0.000734443 | 0.00207793 | 0.00103608 |
27 | 0.00241495 | 0.00182997 | 0.000514268 |
39 | 0.00445865 | 0.00122729 | 0.000449163 |
62.4 | -0.00166535 | 0.00561331 | 0.00987232 |
200 | 0.011648 | 0.00163905 | 0.00324284 |
Fig3(b):$net~p - \frac{1}{3} net~p + s$
Energy | $dv_1/dy|_{y=0}$(10-40%) | Stat. Error(10-40%) | Sys. Err(10-40%) |
7.7 | 0.0228342 | 0.00481275 | 0.00214184 |
11.5 | -0.00374851 | 0.00199431 | 0.00153968 |
14.5 | -0.0060831 | 0.00213643 | 0.00135245 |
19.6 | -0.00977794 | 0.00172739 | 0.000770758 |
27 | -0.00631963 | 0.00149466 | 0.000373989 |
39 | -0.00320042 | 0.00096695 | 0.000308629 |
62.4 | -0.00539641 | 0.00405431 | 0.0069727 |
200 | 0.00603036 | 0.00111663 | 0.00216673 |